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PUSAT PERBUKUAN
Departemen Pendidikan Nasional
i
ii
Penulis : Irwan Kusdinar
Zikri
Penyunting : Effendi
Penata Letak : Sufyan
Desain Sampul : Irfansyah
Ukuran Buku : 21 x 29,7 cm
Pintar Bermatematika
Matematika untuk SD Kelas 4
372.7
IRW IRWAN Kusdinar
p Pintar Matematika 4: Untuk SD/MI Kelas 4,
penulis, Irwan Kusdinar, Zikri ; penyunting, Effendi
-- Jakarta : Pusat Perbukuan, Departemen Pendidikan Nasional, 2009.
viii, 210 hlm. : ilus. ; 30 cm.
Bibliografi : hlm. 207-208
Indeks
ISBN 978-979-068-567-3 (no. jilid lengkap)
ISBN 978-979-068-571-0
1. Matematika-Studi dan Pengajaran
2. Matematika-Pendidikan Dasar
I. Judul II. Irwan Kusdinar III. Effendi
Hak Cipta Buku ini dibeli oleh Departemen Pendidikan Nasional
dari Penerbit Leuser Cita Pustaka, PT
Diterbitkan oleh Pusat Perbukuan
Departemen Pendidikan Nasional
Tahun 2009
Diperbanyak oleh ....
Hak Cipta pada Departemen Pendidikan Nasional
Dilindungi Undang-undang
iii
Puji syukur kami panjatkan ke hadirat Allah SWT, berkat rahmat dan karunia-Nya,
Pemerintah, dalam hal ini, Departemen Pendidikan Nasional, pada tahun 2009, telah
membeli hak cipta buku teks pelajaran ini dari penulis/penerbit untuk disebarluaskan
kepada masyarakat melalui situs internet (website) Jaringan Pendidikan Nasional.
Buku teks pelajaran ini telah dinilai oleh Badan Standar Nasional Pendidikan dan telah
ditetapkansebagaibukutekspelajaranyangmemenuhisyaratkelayakanuntukdigunakan
dalamprosespembelajaranmelaluiPeraturanMenteriPendidikanNasionalNomor9Tahun
2009 tanggal 12 Februari 2009
Kami menyampaikan penghargaan yang setinggi-tingginya kepada para penulis/
penerbit yang telah berkenan mengalihkan hak cipta karyanya kepada Departemen
Pendidikan Nasional untuk digunakan secara luas oleh para siswa dan guru di seluruh
Indonesia.
Buku-buku teks pelajaran yang telah dialihkan hak ciptanya kepada Departemen
Pendidikan Nasional ini, dapat diunduh (down load), digandakan, dicetak, dialihmediakan,
atau difotokopi oleh masyarakat. Namun, untuk penggandaan yang bersifat komersial
harga penjualannya harus memenuhi ketentuan yang ditetapkan oleh Pemerintah.
Diharapkan bahwa buku teks pelajaran ini akan lebih mudah diakses sehingga siswa dan
guru di seluruh Indonesia maupun sekolah Indonesia yang berada di luar negeri dapat
memanfaatkan sumber belajar ini.
Kami berharap, semua pihak dapat mendukung kebijakan ini. Kepada para siswa
kamiucapkanselamatbelajardanmanfaatkanlahbukuinisebaik-baiknya.Kamimenyadari
bahwa buku ini masih perlu ditingkatkan mutunya. Oleh karena itu, saran dan kritik sangat
kami harapkan.
Jakarta, Juni 2009
Kepala Pusat Perbukuan
Kata Sambutan
iv
Kata Pengantar
Matematika mempunyai peranan penting dalam berbagai Ilmu Pengetahuan dan
memajukan daya pikir manusia. Untuk itu, mempelajari materi memberikan banyak manfaat
untuk siswa, salah satunya siswa bisa berpikir logis dan sistematis. Setiap apa yang
akan dilakukan siswa akan diperhitungkan terlebih dahulu. Sehingga siswa bisa lebih
berhati-hati dalam mengambil suatu tindakan.
Anugerah yang Tuhan berikan sungguh besar. Salah satunya memberikan kami
kesehatan sehingga buku “Pintar Bermatematika” dapat diterbitkan. Buku ini disesuaikan
dengan Standar Isi sehingga Standar Kompetensi dan Kompetensi Dasar yang harus
dicapai siswa diuraikan secara terperinci.
Buku “Pintar Bermatematika” menyajikan matematika yang nyata sehingga mudah
dipahami siswa dan menjadikan siswa dekat dengan matematika. Pada buku ini terdapat
Pendahuluan sebagai pengantar untuk siswa dalam mempelajari buku ini. Selain itu,
Latihan dapat melatih siswa mempelajari subbab, siswa pun belajar untuk mengerjakan
soal matematika dengan cara membuktikannya melalui Tugas. Siswa diharapkan dapat
bersosialisasi dan melakukan kegiatan dalam Aktivitas Siswa. Buku ini diakhiri dengan
Terapan Matematika yang merupakan penerapan materi dalam kehidupan sehari-hari,
refleksi dari materi yang dipelajari dalam Refleksi. Tidak lupa ringkasan materi setiap
bab dalam Rangkuman dan kumpulan soal-soal untuk mengulang pemahaman siswa
dalam Mari Mengulang.
Semoga buku “Pintar Bermatematika” ini bermanfaat bagi pembaca, khususnya
siswa SD/MI kelas IV.
Jakarta, Oktober 2008
v
Bagaimana menggunakan buku
ini?
Pendahuluan, merupakan
pertanyaan pengantar anak untuk
mempelajari bab tersebut dan
tujuan pembelajarannya
Ilustrasi, mempermudah siswa
dalam mempelajari materi
Sifat Operasi
Hitung Bilangan1
Bab
Di sebuah toko terdapat 30 dus mi.
Tiap dus berisi 40 mi.
Berapa bungkus mi yang ada di toko tersebut?
A. Isilah titik-titik di bawah ini.
1. 8 : 9 = — 6. 21 : 13 = —
2. 10 : 11 = — 7. 12 : 7 = —
3. 12 : 15 = — 8. 15 : 9 = —
4. 17 : 18 = — 9. 16 : 7 = —
5. 19 : 20 = — 10. 18 : 10 = —
B. Kerjakanlahsoal-soalberikutini.
1. Dinamemiliki7kueberbentuklingkaran.Iainginmembagikankepada9orang
temannya dengan bagian sama besar. Berapa bagian kue yang diperoleh
masing-masing temannya?
2. Adimemiliki2pizzaberbentuklingkaran.Iainginmembagikankepada7orang
temannya dengan bagian sama besar. Berapa bagian kue yang diperoleh
masing-masing temannya?
3. Rinamemiliki9apel.Iainginmembagikankepada7orangtemansekelasnya
denganbagianyangsamabesar.Berapabagianapelyangdiperolehmasing-
masing teman Rina?
4. PakDarmanmemiliki13karungberas.Iaakanmembagikankepada20fakir
miskindenganbagianyangsamabanyak.Berapakarungberasyangdiperoleh
fakirmiskin?
5. Yadi memiliki 15 potong roti yang sama panjang. Ia ingin memberi 10 orang
temanbermainnyadenganbagianyangsamabesar.Berapabagianrotiyang
diperolehmasing-masingtemanYadi?
LatihanLatihan
...
...
...
...
...
...
...
...
...
...
...
...
...
...
...
...
...
...
...
...
Melatih siswa setelah
mempelajari subbab atau uraian
yang disajikan terangkum dalam
Latihan
1. Sebutkanlah sifat-sifat dari segitiga sama kaki.
2. Sebutkanlahsifat-sifatdarisegitigasiku-siku.
3. Sebutkanlah sifat-sifat dari segitiga sama sisi.
TugasTugas
1. Menemukan Keliling Segitiga
Untuk menemukan rumus keliling segitiga, lakukan kegiatan berikut.
AktivitasMatematikaAktivitasMatematika
1. Sediakan selembar kertas karton, tali benang, dan jarum pentul.
Kemudian, buatlah sebuah segitiga siku-siku pada kertas karton
tersebut.
2. Lilitkanbenangmengelilingisisi-sisisegitiga.Tahanlahbenangpadasatupojokan
menggunakan jarum pentul.
Siswa belajar sendiri untuk
mengerjakan soal matematika
dengan cara membuktikannya,
lalu menyimpulkan di dalam
Tugas
Siswa belajar untuk
mengemukakan pendapat
dalam berdiskusi sehingga
persoalan matematika yang
ada dapat terselesaikan
dengan cara
mempraktikkannya dalam
Aktivitas Siswa
vi
TerapanMatematikaTerapanMatematika
Bangun jajargenjang dan segitiga dapat digunakan untuk membangun rangka
bangunan. Contohnya, menara listrik tegangan tinggi (SUTET). Menara ini disusun
oleh beberapa segitiga dan juga jajargenjang. Pernahkah kamu melihatnya?
SelainpadamenaraSUTET,banguninidapatdigunakanjugauntukmenopang
jembatan besi. Di bawah jembatan, besi-besi disusun dalam bentuk segitiga dan
jajargenjang.
Terapan Matematika,
merupakan penerapan materi
yang dipelajari dalam kehidupan
sehari-hari agar siswa
memahami kehidupannya tidak
jauh dari matematika
RangkumanRangkuman
1. Jajargenjang memiliki keliling = (2 panjang alas + 2) (panjang sisi
miring).
2. Luas jajargenjang = panjang alas tinggi
3. Keliling segitiga = Jumlah panjang ketiga sisinya.
4. Keliling segitiga sama sisi = 3 sisi
5. Luas segitiga = — alas tinggi
1. Temukanlahpersamaankelilingdanluasjajargenjangberdasarkancaramu
sendiri.
2. Temukanlahpersamaankelilingdanluassegitigaberdasarkancaramusendiri.
3. Sebutkancontohlainyangmerupakanpenerapansegitigadanjajargenjang
dalamkehidupansehari-hari.
1
2
Refleksi, merupakan refleksi dari
materi yang telah dipelajari pada
bab tersebut
Ringkasan materi yang telah
dipelajari terangkum dalam
Rangkuman
MariMengulangBab2
A. Isilah titik-titik pada soal berikut dengan singkat.
1. Faktor dari 12 adalah 1, 2, …, …, …, 12.
2. Kelipatan dari 8 adalah 8, 16, …, …, …, …, …, …, …, ….
3. Terdapatduakelipatanberikut:
4 = 4, 8, 12, 16, 20, 24, 28, 32, 36, 40, …
5 = 5, 10, 15, 20, 25, 30, 35, 40, 45, …
Kelipatanpersekutuandari4dan5adalah20,…,….
B. Berilah tanda (X) pada jawaban yang benar.
1. Kelipatanpersekutuandari2dan7adalah….
a. 1, 2, …
b. 1, 14, …
c. 1, 21, …
2. Faktorpersekutuanterbesardari18dan14adalah….
a. 2
b. 7
c. 14
3. 10, 20, 30, 40, ….
Kelipatandiatasadalahkelipatanpersekutuandari.…
a. 2dan5
b. 7dan9
c. 11dan14
4. KPKdari20dan24adalah….
a. 80
b. 120
c. 140
5. FPBdari12dan18adalah….
a. 6
b. 8
c. 10
6. FPBdanKPKdari18dan48adalah….
a. 6dan144 b. 8dan120 c. 10dan220
Pintar Bermatematika untuk SD/MI Kelas 470
Mari Mengulang,
merupakan kumpulan soal-
soal untuk mengulang
pemahaman siswa pada bab
yang telah dipelajari
Sumber:www.google.co.id
Sumber:www.google.co.id
RefleksiRefleksi
vii
Daftar Isi
Kata Sambutan ........................................................................................... iii
Kata Pengantar ........................................................................................... iv
Bagaimana menggunakan buku ini?............................................................ v
Daftar Isi...................................................................................................... vii
Bab 1 Sifat Operasi Hitung Bilangan
A. Mengenal Sifat Operasi Hitung Bilangan ................................. 2
B. Bilangan 1.000 sampai 50.000 ............................................... 16
C. Perkalian Bilangan .................................................................. 25
D. Pembagian Bilangan .............................................................. 31
E. Operasi Hitung Campuran....................................................... 36
F. Penaksiran dan Pembulatan ................................................... 39
G. Permasalahan yang Melibatkan Uang ..................................... 45
Mari Mengulang Bab 1 ................................................................ 51
Bab 2 Faktor dan Kelipatan
A. Faktor dari Suatu Bilangan ...................................................... 54
B. Kelipatan Suatu Bilangan ........................................................ 57
C. Faktor Persekutuan Terbesar (FPB) ........................................ 60
D. Kelipatan Persekutuan Terkecil (KPK)..................................... 61
E. Masalah yang Berkaitan dengan KPK dan FPB ...................... 62
Mari Mengulang Bab 2 ................................................................ 66
Bab 3 Pengukuran
A. Sudut ...................................................................................... 70
B. Waktu ..................................................................................... 85
C. Panjang .................................................................................. 89
D. Berat....................................................................................... 92
E. Permasalahan yang Berkaitan dengan Waktu, Panjang,
dan Berat ................................................................................ 94
F. Satuan Ukuran Kuantitas ......................................................... 96
Mari Mengulang Bab 3 ................................................................ 99
Bab 4 Jajargenjang dan Segitiga
A. Keliling dan Luas Jajargenjang................................................ 102
B. Keliling dan Luas Segitiga ...................................................... 107
C. Masalah yang Berkaitan dengan Keliling dan
Luas Jajargenjang dan Segitiga .............................................. 114
Mari Mengulang Bab 4 ................................................................ 118
viii
Uji Kemampuan 1 ..................................................................................... 121
Bab 5 Operasi Hitung Bilangan Bulat
A. Mengenal Bilangan Bulat......................................................... 124
B. Membaca dan Menulis Lambang Bilangan Bulat ..................... 125
C. Membandingkan Bilangan Bulat .............................................. 127
D. Mengurutkan Bilangan Bulat .................................................... 128
E. Penjumlahan Bilangan Bulat .................................................... 129
F. Pengurangan Bilangan Bulat ................................................... 135
G. Operasi Hitung Campuran Bilangan Bulat ............................... 139
Mari Mengulang Bab 5 ................................................................ 142
Bab 6 Bilangan Pecahan
A. Pengertian Pecahan dan Urutannya ........................................ 146
B. Menyederhanakan Pecahan.................................................... 156
C. Menjumlahkan Pecahan .......................................................... 160
D. Mengurangkan Pecahan ......................................................... 163
E. Menyelesaikan Masalah yang Berkaitan dengan Pecahan ...... 166
Mari Mengulang Bab 6 ................................................................ 169
Bab 7 Bilangan Romawi
A. Lambang Bilangan Romawi .................................................... 172
B. Mengubah Bilangan Cacah menjadi Bilangan Romawi
atau Sebaliknya ...................................................................... 173
Mari Mengulang Bab 7 ................................................................ 176
Bab 8 Bangun Ruang Sederhana dan Hubungan Antarbangun Datar
A. Bangun Ruang Sederhana ...................................................... 180
B. Jaring-Jaring Kubus dan Balok ............................................... 184
C. Benda dan Bangun Datar Simetris .......................................... 187
D. Pencerminan Bangun Datar .................................................... 193
Mari Mengulang Bab 8 ................................................................ 198
Uji Kemampuan 2 ..................................................................................... 201
Glosarium .................................................................................................. 203
Indeks ...................................................................................................... 205
Daftar Pustaka .......................................................................................... 207
Kunci Jawaban ......................................................................................... 209
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60" Dwncvmcp"dkncpicp/dkncpicp"dgtkmwv"mg"fcnco"tcvwucp"vgtfgmcv0
" c0" 60764" d0" 70:9;" e0" 80543
70" Dwncvmcp"dkncpicp/dkncpicp"dgtkmwv"mg"fcnco"tkdwcp"vgtfgmcv0
" c0" 5034:" d0" 60:94" e0" 7034;
3:37
32 42
Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"666
50" Ogpcmukt"Jcukn"Rgplwoncjcp"fcp"Rgpiwtcpicp
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{cpi"cmcp"fklwoncjmcp"fcp"fkmwtcpimcp"jctwu"fkdwncvmcp"vgtngdkj"fcjwnw0"
Rgtjcvkmcp"eqpvqj"dgtkmwv0
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734" 722
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30" Dwncvmcp" dkncpicp" dgtkmwv" mg" fcnco"
tcvwucp"vgtfgmcv."mgowfkcp"vcmuktncj"jcukn"
rgplwoncjcp"734"-"5;50
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" Lcfk."vcmuktcp"fctk"rgplwoncjcp"734"-"5;5"
cfcncj";220
50567" 50222
60798" 70222
40" Dwncvmcp" dkncpicp" dgtkmwv" mg" fcnco" tkdwcp"
vgtfgmcv."mgowfkcp"vcmuktncj"jcukn"rgplwoncjcp"
50567"-"607980
" 50222"-"70222"?":0222
" Lcfk."vcmuktcp"fctk"rgplwoncjcp"50567"-"60798"
cfcncj":02220
50" Dwncvmcp" dkncpicp" dgtkmwv" mg" fcnco"
tcvwucp"vgtfgmcv."mgowfkcp"vcmuktncj"jcukn"
rgpiwtcpicp":27"⁄"9360
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" Lcfk."vcmuktcp"fctk"rgplwoncjcp":27"⁄"936"
cfcncj"3220
:27" :22
936" 922
Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 67
NcvkjcpNcvkjcp
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30" Dwncvmcpncj" dkncpicp" dgtkmwv" mg" fcnco" tcvwucp" vgtfgmcv." mgowfkcp"
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" e+" 72:"/"59:"≈"”0
40" Dwncvmcpncj"dkncpicp"dgtkmwv"mg"fcnco"tkdwcp"vgtfgmcv."mgowfkcp"vcmuktncj<
" c+" 5048:"-"60837"≈"”0" f+" :0789"/"60987"≈"”0
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" e+" 90376"-"30546"≈"”0
50" Vcmuktncj"jcukn"qrgtcuk"jkvwpi"dgtkmwv"fgpicp"ogncmwmcp"rgodwncvcp"mgfcnco"
tcvwucp"vgtfgmcv0
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" d+" 964"-"823"/"4:9"≈"”0" g+" 403:8"/";24"-"59:"≈"”0
" e+" :39"-"7:3"/"4;;"≈"”0
60" Rcm"cmctkc"dgvgtpcm"kvkm"fcp"c{co0"Dcp{cm"c{cop{c"cfcncj"45;."ugfcpimcp"
dcp{cm"kvkmp{c"cmctkc"7890"Vcmuktncj"dcp{cm"vgtpcm"oknkm"Rcm"cmctkc"fcnco"
tcvwucp0
70" Fcnco"uwcvw"rgtvcpfkpicp"ugrcm"dqnc"fkjcfktk"qngj"fwc"mwdw"rgpqpvqp0"
Mwdw"rgtvcoc"cfc"5078:"qtcpi."ugfcpimcp"mwdw"mgfwc"cfc"4034;"qtcpi0"
Vcmuktncj"lwoncj"rgpqpvqp"vgtugdwv"fcnco"tkdwcp0
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Okucnp{c."wpvwm"ogodc{ct"dkc{c"ugmqncjow."ogodgnk"rgtngpimcrcp"ugmqncj."
fcp"ugdcickp{c0"Qngj"mctgpc"kvw."c{q"mkvc"dgnclct"vgpvcpi"wcpi0
30" Ogpigpcn"Wcpi"Ucorck"Tcvwu"Tkdwcp
c0" Ucvwcp"Pknck"Wcpi
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40
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30" 7222"twrkcj"?"*”" "422+"twrkcj
40" 420222"twrkcj"?"*”" "3222+"twrkcj
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60" 420222"twrkcj"-"420222"twrkcj"-"320222"twrkcj"?"”"twrkcj
70" 420222"twrkcj"-"420222"twrkcj"-"420222"twrkcj"-"420222"twrkcj"-"420222"
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40" Ectc"Ogpwnkumcp"Wcpi"Twrkcj
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eqpvqj"ectc"ogpwnkumcp"wcpi"dgtkmwv"kpk#
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ß" Mgowfkcp."vwnkumcp"cpimc"pknck"wcpi"vcprc"cfc"urcuk"fgpicp"jwtwh"Tr0
ß" Ugncplwvp{c."vwnkumcp"mqoc"{cpi"fkkmwvk"fgpicp"fwc"cpimc"pqn"ugdcick"
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Mcow"Rgtnw"Vcjw
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4
Pintar bermatematika untuk kelas 4

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Pintar bermatematika untuk kelas 4

  • 2. i
  • 3. ii Penulis : Irwan Kusdinar Zikri Penyunting : Effendi Penata Letak : Sufyan Desain Sampul : Irfansyah Ukuran Buku : 21 x 29,7 cm Pintar Bermatematika Matematika untuk SD Kelas 4 372.7 IRW IRWAN Kusdinar p Pintar Matematika 4: Untuk SD/MI Kelas 4, penulis, Irwan Kusdinar, Zikri ; penyunting, Effendi -- Jakarta : Pusat Perbukuan, Departemen Pendidikan Nasional, 2009. viii, 210 hlm. : ilus. ; 30 cm. Bibliografi : hlm. 207-208 Indeks ISBN 978-979-068-567-3 (no. jilid lengkap) ISBN 978-979-068-571-0 1. Matematika-Studi dan Pengajaran 2. Matematika-Pendidikan Dasar I. Judul II. Irwan Kusdinar III. Effendi Hak Cipta Buku ini dibeli oleh Departemen Pendidikan Nasional dari Penerbit Leuser Cita Pustaka, PT Diterbitkan oleh Pusat Perbukuan Departemen Pendidikan Nasional Tahun 2009 Diperbanyak oleh .... Hak Cipta pada Departemen Pendidikan Nasional Dilindungi Undang-undang
  • 4. iii Puji syukur kami panjatkan ke hadirat Allah SWT, berkat rahmat dan karunia-Nya, Pemerintah, dalam hal ini, Departemen Pendidikan Nasional, pada tahun 2009, telah membeli hak cipta buku teks pelajaran ini dari penulis/penerbit untuk disebarluaskan kepada masyarakat melalui situs internet (website) Jaringan Pendidikan Nasional. Buku teks pelajaran ini telah dinilai oleh Badan Standar Nasional Pendidikan dan telah ditetapkansebagaibukutekspelajaranyangmemenuhisyaratkelayakanuntukdigunakan dalamprosespembelajaranmelaluiPeraturanMenteriPendidikanNasionalNomor9Tahun 2009 tanggal 12 Februari 2009 Kami menyampaikan penghargaan yang setinggi-tingginya kepada para penulis/ penerbit yang telah berkenan mengalihkan hak cipta karyanya kepada Departemen Pendidikan Nasional untuk digunakan secara luas oleh para siswa dan guru di seluruh Indonesia. Buku-buku teks pelajaran yang telah dialihkan hak ciptanya kepada Departemen Pendidikan Nasional ini, dapat diunduh (down load), digandakan, dicetak, dialihmediakan, atau difotokopi oleh masyarakat. Namun, untuk penggandaan yang bersifat komersial harga penjualannya harus memenuhi ketentuan yang ditetapkan oleh Pemerintah. Diharapkan bahwa buku teks pelajaran ini akan lebih mudah diakses sehingga siswa dan guru di seluruh Indonesia maupun sekolah Indonesia yang berada di luar negeri dapat memanfaatkan sumber belajar ini. Kami berharap, semua pihak dapat mendukung kebijakan ini. Kepada para siswa kamiucapkanselamatbelajardanmanfaatkanlahbukuinisebaik-baiknya.Kamimenyadari bahwa buku ini masih perlu ditingkatkan mutunya. Oleh karena itu, saran dan kritik sangat kami harapkan. Jakarta, Juni 2009 Kepala Pusat Perbukuan Kata Sambutan
  • 5. iv Kata Pengantar Matematika mempunyai peranan penting dalam berbagai Ilmu Pengetahuan dan memajukan daya pikir manusia. Untuk itu, mempelajari materi memberikan banyak manfaat untuk siswa, salah satunya siswa bisa berpikir logis dan sistematis. Setiap apa yang akan dilakukan siswa akan diperhitungkan terlebih dahulu. Sehingga siswa bisa lebih berhati-hati dalam mengambil suatu tindakan. Anugerah yang Tuhan berikan sungguh besar. Salah satunya memberikan kami kesehatan sehingga buku “Pintar Bermatematika” dapat diterbitkan. Buku ini disesuaikan dengan Standar Isi sehingga Standar Kompetensi dan Kompetensi Dasar yang harus dicapai siswa diuraikan secara terperinci. Buku “Pintar Bermatematika” menyajikan matematika yang nyata sehingga mudah dipahami siswa dan menjadikan siswa dekat dengan matematika. Pada buku ini terdapat Pendahuluan sebagai pengantar untuk siswa dalam mempelajari buku ini. Selain itu, Latihan dapat melatih siswa mempelajari subbab, siswa pun belajar untuk mengerjakan soal matematika dengan cara membuktikannya melalui Tugas. Siswa diharapkan dapat bersosialisasi dan melakukan kegiatan dalam Aktivitas Siswa. Buku ini diakhiri dengan Terapan Matematika yang merupakan penerapan materi dalam kehidupan sehari-hari, refleksi dari materi yang dipelajari dalam Refleksi. Tidak lupa ringkasan materi setiap bab dalam Rangkuman dan kumpulan soal-soal untuk mengulang pemahaman siswa dalam Mari Mengulang. Semoga buku “Pintar Bermatematika” ini bermanfaat bagi pembaca, khususnya siswa SD/MI kelas IV. Jakarta, Oktober 2008
  • 6. v Bagaimana menggunakan buku ini? Pendahuluan, merupakan pertanyaan pengantar anak untuk mempelajari bab tersebut dan tujuan pembelajarannya Ilustrasi, mempermudah siswa dalam mempelajari materi Sifat Operasi Hitung Bilangan1 Bab Di sebuah toko terdapat 30 dus mi. Tiap dus berisi 40 mi. Berapa bungkus mi yang ada di toko tersebut? A. Isilah titik-titik di bawah ini. 1. 8 : 9 = — 6. 21 : 13 = — 2. 10 : 11 = — 7. 12 : 7 = — 3. 12 : 15 = — 8. 15 : 9 = — 4. 17 : 18 = — 9. 16 : 7 = — 5. 19 : 20 = — 10. 18 : 10 = — B. Kerjakanlahsoal-soalberikutini. 1. Dinamemiliki7kueberbentuklingkaran.Iainginmembagikankepada9orang temannya dengan bagian sama besar. Berapa bagian kue yang diperoleh masing-masing temannya? 2. Adimemiliki2pizzaberbentuklingkaran.Iainginmembagikankepada7orang temannya dengan bagian sama besar. Berapa bagian kue yang diperoleh masing-masing temannya? 3. Rinamemiliki9apel.Iainginmembagikankepada7orangtemansekelasnya denganbagianyangsamabesar.Berapabagianapelyangdiperolehmasing- masing teman Rina? 4. PakDarmanmemiliki13karungberas.Iaakanmembagikankepada20fakir miskindenganbagianyangsamabanyak.Berapakarungberasyangdiperoleh fakirmiskin? 5. Yadi memiliki 15 potong roti yang sama panjang. Ia ingin memberi 10 orang temanbermainnyadenganbagianyangsamabesar.Berapabagianrotiyang diperolehmasing-masingtemanYadi? LatihanLatihan ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... Melatih siswa setelah mempelajari subbab atau uraian yang disajikan terangkum dalam Latihan 1. Sebutkanlah sifat-sifat dari segitiga sama kaki. 2. Sebutkanlahsifat-sifatdarisegitigasiku-siku. 3. Sebutkanlah sifat-sifat dari segitiga sama sisi. TugasTugas 1. Menemukan Keliling Segitiga Untuk menemukan rumus keliling segitiga, lakukan kegiatan berikut. AktivitasMatematikaAktivitasMatematika 1. Sediakan selembar kertas karton, tali benang, dan jarum pentul. Kemudian, buatlah sebuah segitiga siku-siku pada kertas karton tersebut. 2. Lilitkanbenangmengelilingisisi-sisisegitiga.Tahanlahbenangpadasatupojokan menggunakan jarum pentul. Siswa belajar sendiri untuk mengerjakan soal matematika dengan cara membuktikannya, lalu menyimpulkan di dalam Tugas Siswa belajar untuk mengemukakan pendapat dalam berdiskusi sehingga persoalan matematika yang ada dapat terselesaikan dengan cara mempraktikkannya dalam Aktivitas Siswa
  • 7. vi TerapanMatematikaTerapanMatematika Bangun jajargenjang dan segitiga dapat digunakan untuk membangun rangka bangunan. Contohnya, menara listrik tegangan tinggi (SUTET). Menara ini disusun oleh beberapa segitiga dan juga jajargenjang. Pernahkah kamu melihatnya? SelainpadamenaraSUTET,banguninidapatdigunakanjugauntukmenopang jembatan besi. Di bawah jembatan, besi-besi disusun dalam bentuk segitiga dan jajargenjang. Terapan Matematika, merupakan penerapan materi yang dipelajari dalam kehidupan sehari-hari agar siswa memahami kehidupannya tidak jauh dari matematika RangkumanRangkuman 1. Jajargenjang memiliki keliling = (2 panjang alas + 2) (panjang sisi miring). 2. Luas jajargenjang = panjang alas tinggi 3. Keliling segitiga = Jumlah panjang ketiga sisinya. 4. Keliling segitiga sama sisi = 3 sisi 5. Luas segitiga = — alas tinggi 1. Temukanlahpersamaankelilingdanluasjajargenjangberdasarkancaramu sendiri. 2. Temukanlahpersamaankelilingdanluassegitigaberdasarkancaramusendiri. 3. Sebutkancontohlainyangmerupakanpenerapansegitigadanjajargenjang dalamkehidupansehari-hari. 1 2 Refleksi, merupakan refleksi dari materi yang telah dipelajari pada bab tersebut Ringkasan materi yang telah dipelajari terangkum dalam Rangkuman MariMengulangBab2 A. Isilah titik-titik pada soal berikut dengan singkat. 1. Faktor dari 12 adalah 1, 2, …, …, …, 12. 2. Kelipatan dari 8 adalah 8, 16, …, …, …, …, …, …, …, …. 3. Terdapatduakelipatanberikut: 4 = 4, 8, 12, 16, 20, 24, 28, 32, 36, 40, … 5 = 5, 10, 15, 20, 25, 30, 35, 40, 45, … Kelipatanpersekutuandari4dan5adalah20,…,…. B. Berilah tanda (X) pada jawaban yang benar. 1. Kelipatanpersekutuandari2dan7adalah…. a. 1, 2, … b. 1, 14, … c. 1, 21, … 2. Faktorpersekutuanterbesardari18dan14adalah…. a. 2 b. 7 c. 14 3. 10, 20, 30, 40, …. Kelipatandiatasadalahkelipatanpersekutuandari.… a. 2dan5 b. 7dan9 c. 11dan14 4. KPKdari20dan24adalah…. a. 80 b. 120 c. 140 5. FPBdari12dan18adalah…. a. 6 b. 8 c. 10 6. FPBdanKPKdari18dan48adalah…. a. 6dan144 b. 8dan120 c. 10dan220 Pintar Bermatematika untuk SD/MI Kelas 470 Mari Mengulang, merupakan kumpulan soal- soal untuk mengulang pemahaman siswa pada bab yang telah dipelajari Sumber:www.google.co.id Sumber:www.google.co.id RefleksiRefleksi
  • 8. vii Daftar Isi Kata Sambutan ........................................................................................... iii Kata Pengantar ........................................................................................... iv Bagaimana menggunakan buku ini?............................................................ v Daftar Isi...................................................................................................... vii Bab 1 Sifat Operasi Hitung Bilangan A. Mengenal Sifat Operasi Hitung Bilangan ................................. 2 B. Bilangan 1.000 sampai 50.000 ............................................... 16 C. Perkalian Bilangan .................................................................. 25 D. Pembagian Bilangan .............................................................. 31 E. Operasi Hitung Campuran....................................................... 36 F. Penaksiran dan Pembulatan ................................................... 39 G. Permasalahan yang Melibatkan Uang ..................................... 45 Mari Mengulang Bab 1 ................................................................ 51 Bab 2 Faktor dan Kelipatan A. Faktor dari Suatu Bilangan ...................................................... 54 B. Kelipatan Suatu Bilangan ........................................................ 57 C. Faktor Persekutuan Terbesar (FPB) ........................................ 60 D. Kelipatan Persekutuan Terkecil (KPK)..................................... 61 E. Masalah yang Berkaitan dengan KPK dan FPB ...................... 62 Mari Mengulang Bab 2 ................................................................ 66 Bab 3 Pengukuran A. Sudut ...................................................................................... 70 B. Waktu ..................................................................................... 85 C. Panjang .................................................................................. 89 D. Berat....................................................................................... 92 E. Permasalahan yang Berkaitan dengan Waktu, Panjang, dan Berat ................................................................................ 94 F. Satuan Ukuran Kuantitas ......................................................... 96 Mari Mengulang Bab 3 ................................................................ 99 Bab 4 Jajargenjang dan Segitiga A. Keliling dan Luas Jajargenjang................................................ 102 B. Keliling dan Luas Segitiga ...................................................... 107 C. Masalah yang Berkaitan dengan Keliling dan Luas Jajargenjang dan Segitiga .............................................. 114 Mari Mengulang Bab 4 ................................................................ 118
  • 9. viii Uji Kemampuan 1 ..................................................................................... 121 Bab 5 Operasi Hitung Bilangan Bulat A. Mengenal Bilangan Bulat......................................................... 124 B. Membaca dan Menulis Lambang Bilangan Bulat ..................... 125 C. Membandingkan Bilangan Bulat .............................................. 127 D. Mengurutkan Bilangan Bulat .................................................... 128 E. Penjumlahan Bilangan Bulat .................................................... 129 F. Pengurangan Bilangan Bulat ................................................... 135 G. Operasi Hitung Campuran Bilangan Bulat ............................... 139 Mari Mengulang Bab 5 ................................................................ 142 Bab 6 Bilangan Pecahan A. Pengertian Pecahan dan Urutannya ........................................ 146 B. Menyederhanakan Pecahan.................................................... 156 C. Menjumlahkan Pecahan .......................................................... 160 D. Mengurangkan Pecahan ......................................................... 163 E. Menyelesaikan Masalah yang Berkaitan dengan Pecahan ...... 166 Mari Mengulang Bab 6 ................................................................ 169 Bab 7 Bilangan Romawi A. Lambang Bilangan Romawi .................................................... 172 B. Mengubah Bilangan Cacah menjadi Bilangan Romawi atau Sebaliknya ...................................................................... 173 Mari Mengulang Bab 7 ................................................................ 176 Bab 8 Bangun Ruang Sederhana dan Hubungan Antarbangun Datar A. Bangun Ruang Sederhana ...................................................... 180 B. Jaring-Jaring Kubus dan Balok ............................................... 184 C. Benda dan Bangun Datar Simetris .......................................... 187 D. Pencerminan Bangun Datar .................................................... 193 Mari Mengulang Bab 8 ................................................................ 198 Uji Kemampuan 2 ..................................................................................... 201 Glosarium .................................................................................................. 203 Indeks ...................................................................................................... 205 Daftar Pustaka .......................................................................................... 207 Kunci Jawaban ......................................................................................... 209
  • 11. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"64 Ogpigpcn"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp Fk"mgncu"5."mcow"ogorgnclctk"ukhcv"qrgtcuk"jkvwpi"dkncpicp0"Crc"uclc"ukhcv" qrgtcuk"jkvwpi"dkncpicpA"Eqdc"kpicv"mgodcnk0"Ugmctcpi."c{q"rcjcok"ukhcv"qrgtcuk" jkvwpi"dkncpicp"dgtkmwv0 30" Ukhcv"Rgtvwmctcp"*Mqowvcvkh+ Ukhcv" rgtvwmctcp" fkugdwv" lwic" mqowvcvkh0" Ukhcv" kpk" jcp{c" dgtncmw" rcfc" rgplwoncjcp" fcp" rgtmcnkcp0" Ogpicrc" fgokmkcpA" Ugmctcpi." eqdc" mcow" rgtjcvkmcp"wtckcp"dgtkmwv"kpk0 c0" Ukhcv"Rgtvwmctcp"fcnco"Rgplwoncjcp C{q"rgtjcvkmcp"rgtuqcncp"dgtkmwv0 Cfk"ogoknkmk"9"dcnqp0"Dcnqp/dcnqp"vgtugdwv"fkrgicpi"qngj"mgfwc"vcpicpp{c0" Fk"vcpicp"mktk"5"dcnqp0"Fk"vcpicp"mcpcp"6"dcnqp0"Cfk"ogpwmctmcp"rqukuk"dcnqp0" Ugmctcpi."vcpicp"mktk"ogogicpi"6"dcnqp0"Vcpicp"mcpcp"ogogicpi"5"dcnqp0" Crcmcj"lwoncjp{c"ocukj"vgvcr"ucoc"fgpicp"rqukuk"ugowncA C0 ugmctcpi"vwmct C D 5""-""6""?""6""-""5 6""-""5""?""95""-""6""?""9 Dkncpicp"rgtvcoc Dkncpicp"mgfwc Lcfk.
  • 12. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 5 Dkncpicp"rgtvcoc"fk"ugdgncj"mktk"fkvwmct"ogplcfk"dkncpicp"mgfwc"fk"ugdgncj" mcpcp0" Ycncwrwp" fkvwmct." jcuknp{c" vgvcr" ucoc0" Fgpicp" fgokmkcp." rcfc" rgplwoncjcp"dgtncmw"ukhcv"mqowvcvkh0 Eqdc"mgtlcmcp"fk"dwmw"vwicuow0 C0" C{q" iwpcmcp" ukhcv" mqowvcvkh0" Ectcp{c." kukncj" mqvcm" mquqpi" fgpicp" icodct"{cpi"vgrcv0 30 - NcvkjcpNcvkjcp ? - 40 - ? - 50 - ? - 60 - ? -
  • 13. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"66 70 - ? - D0" C{q"iwpcmcp"ukhcv"mqowvcvkh"wpvwm"ogpikukp{c0 30" 52"-"67"?"67"-"” 40" 58"-"”""?"89"-"58 50" :;"-"332"?"”"-":; 60" ”"-"37;"?"37;"-"89 70" 467"-"53;"?"53;"-"” 80" 578"-"772"?"772"-"” 90" 852"-"993"?"”"-"852 :0" ::4"-"”"?"872"-"::4 ;0" ”"-":56"?":56"-"999 320" ;;;"-"778"?"”"-"” Eqdc"mcow"ugnkfkmk"icodct"dgtkmwv0 VwicuVwicu d0" Ukhcv"Rgtvwmctcp"fcnco"Rgtmcnkcp Eqdc"mcow"rgtjcvkmcp"eqpvqj"dgtkmwv0 Ucpvk"ogodgnk"5"rcm"dwmw0"Vkcr"rcm"dgtkuk"7"dwmw0"Dgtcrc"dwmw""{cpi"fkdgnk" UcpvkA"Mgowfkcp."Fqpk"lwic"ogodgnk"7"rcm"dwmw0"Vkcr"rcmp{c"dgtkuk"5"dwmw0"Dgtcrc" dwmw"{cpi"fkdgnk"FqpkA"Crcmcj"dcp{cm"dwmw"Ucpvk"ucoc"fgpicp"FqpkA Eqdc"mcow"rknkj"mcvc"{cpi"vgrcv"wpvwm"ogpikukp{c."ucoc"fgpicp"cvcw"vkfcm"ucoc" fgpicp0"Ogpicrc"mcow"ogplcycd"fgokmkcpA"Mgowmcmcp"rgpfcrcvow0 ⁄ 000 ⁄
  • 14. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 7 5"" ""7""?""7"" ""5 7"" ""5""?""375"" ""7""?""37 Dkncpicp"rgtvcoc Dkncpicp"mgfwc Lcfk. Lcycd Dwmw"{cpi"fkdgnk"Ucpvk 7"-"7"-"7"?"5" "7 5" "7"?"37"*dcp{cm"dwmw"{cpi"fkdgnk"Ucpvk"cfc"37+" Dwmw"{cpi"fkdgnk"Fqpk 5"-"5"-"5"-"5"-"5"?"7" "5 7" "5"?"37"*dcp{cm"dwmw"{cpi"fkdgnk"Fqpk"cfc"37+" Dwmw"Ucpvk"lwoncjp{c"ucoc"fgpicp"dwmw"Fqpk0"Dgfcp{c."rcm"dwmw"Ucpvk" cfc"5"kukp{c"7"dwmw0"Ugfcpimcp."rcm"Fqpk"cfc"7"fcp"kukp{c"5"dwmw0"Lcfk."fcrcv" fkvwnkumcp< Dkncpicp"rgtvcoc"fk"ugdgncj"mktk"fkvwmct"ogplcfk"dkncpicp"mgfwc"fk"ugdgncj" mcpcp0"Ycncwrwp"fkvwmct"vgorcv."jcukn"rgtmcnkcpp{c"vgvcr"ucoc0"Lcfk."rcfc" rgtmcnkcp"dgtncmw"ukhcv"rgtvwmctcp0
  • 15. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"68 C0" C{q"iwpcmcp"ukhcv"mqowvcvkh"rcfc"rgtmcnkcp"wpvwm"ogpiicodctmcp"dgpfc" dgtkmwv0 30 NcvkjcpNcvkjcp ? " 4" "8" ?" 8" "4 40" ? " 4" "5" ?" 000" "000 50" ? " 4" ";" ?" 000" "000 60" " ? " 4" "32"?" 000" "000
  • 16. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 9 ? " 000" "000" ?" 000" "000 D0" C{q"mgtlcmcpncj"uqcn/uqcn"dgtkmwv"kpk0 30" 47" "5" ?" 5" "” 40" 52" "32" ?" 32" "” 50" 72" "”" ?" 47" "72 60" ”" "6" ?" 6" "347 70" ”" "72"" ?" :" "” 80" 6:" "47" ?" ”" "6: 90" 74" "83" ?" 83" "” :0" 92" "”"" ?" 84" "92 ;0" 37" "94" ?" ”" "37 320" ”" ";3" ?""”" "47 70 40" Ukhcv"Rgpignqorqmcp"*Cuqukcvkh+" Crcmcj"ukhcv"cuqukcvkh"dgtncmw"rcfc"ugowc"qrgtcuk"dkncpicpA"C{q"dgtucoc" rgnclctk0
  • 17. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"6: - - ? - *"7" -" 5"+" -" 4" ?" :" -" 4" ?" 32 7" " -" *"5" -" 4"+" ?" 7" -" 7" ?" 32 Dgtfcuctmcp"wtckcp"fk"cvcu."vcorcm"dcjyc"mgfwc"oceco"rgplwoncjcp" ogpijcuknmcp"jcukn"{cpi"ucoc0" *"7" -" 5"+" -" 4" ?" 7" -" *"5" -" 4"+ Rgtdgfccp"ectc"rgplwoncjcp"vgtugdwv""cfcncj"rcfc"rgplwoncjcp"{cpi"cfc"fk" fcnco"vcpfc"mwtwpi0"Rgtnw"mcow"kpicv."dkncpicp"{cpi"cfc"fk"fcnco"mwtwpi"jctwu" fklwoncjmcp"vgtngdkj"fcjwnw0"Dgtctvk."ukhcv"cuqukcvkh"dgtncmw"rcfc"rgplwoncjcp0 - ? - NcvkjcpNcvkjcp C{q"mgtlcmcp"rgplwoncjcp"dgtkmwv"fgpicp"ukhcv"cuqukcvkh0 30" *35"-"36+"-"37"?"35"-"*"”"-""37+" ?"” 40" *67"-"79+"-"83"?"67""-"*"79"-"”"+" ?"” 50" *"7:"-"85+"-"99"?"”"-"*"85""-""99+" ?"” c0" Ukhcv"Rgpignqorqmcp"rcfc"Rgplwoncjcp Dcpfkpimcp"ectc"ogplwoncjmcp"dcp{cm"dgpfc"dgtkmwv0
  • 18. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp ; 60" *":6"-"37"+"-"87"?":6"-"*"37"-"”+" ?"” 70" *";;"-"324+"-"”"?";;"-"*324"-"77+" ?"” 80" *"334"-"”+"-"6:"?"334"-"*"89"-"6:+" ?"” 90" *"”"-"435+"-"86"?";9"-"*"435"-"86+" ?"” :0" *"446"-"324"+"-":9"?""”"-"*324""-":9+" ?"” ;0" *"576"-"33;+"-"4:"?""576"-"*”"-"4:+"?"” 320" *66:"-"578+"-";2"?"66:"-"*"”"-";2+" ?"” Crcmcj"ukhcv"rgpignqorqmcp"dgtncmw"rcfc"qrgtcuk"rgpiwtcpicpA"Wpvwm" ogpigvcjwk"lcycdcpp{c."eqdc"mcow"ugnkfkmk"qrgtcuk"rgpiwtcpicp"dgtkmwv0 *72"⁄"45+"⁄"32"?"000 72"⁄"*45"⁄"32+"?"000 Crcmcj"jcukn"rgpiwtcpicpp{c"ucocA Crc"mgukorwncpowA VwicuVwicu d0" Ukhcv"Rgpignqorqmcp"rcfc"Rgtmcnkcp Eqdc"mcow"ugnkfkmk."crcmcj"ukhcv"rgpignqorqmcp"dgtncmw"rcfc"rgtmcnkcp0" Rgtjcvkmcp"fwc"ectc"rgp{gnguckcp"rgtmcnkcp"ugectc"rgpignqorqmcp"dgtkmwv"kpk0 Dgtcrcmcj""6" "34" ";"?"A Cfc"fwc"ectc"wpvwm"ogp{gnguckmcpp{c0 C *6" "34+" ";"?"6:" ";"?"654" D 6" "*34" ";+"?"6" "32:"?"654 Crcmcj"jcuknp{c"ucocA Vgtp{cvc."jcuknp{c"ucoc0"Lcfk."rcfc"rgtmcnkcp"dgtncmw"ukhcv"rgpignqorqmcp" *cuqukcvkh+0" Crcmcj" ukhcv" rgpignqorqmcp" dgtncmw" rcfc" qrgtcuk" rgodcikcpA" Wpvwm" ogpigvcjwk"lcycdcpp{c."eqdc"mcow"ugnkfkmk"qrgtcuk"rgodcikcp"dgtkmwv0 *72"<"32+"<"7"?"7"<"7"?"” 72"<"*32"<"7+"?"72"<"4"?"” Crcmcj"jcukn"rgodcikcpp{c"ucocA Crc"mgukorwncpowA VwicuVwicu
  • 19. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"632 NcvkjcpNcvkjcp C{q"iwpcmcp"ukhcv"rgpignqorqmcp"wpvwm"ogp{gnguckmcpp{c0 30" *33" "5+" "6""?"”" "6" ?"” 40" 36" "*37" "4+"?"36" "”"?"” 50" 43" "*33" "5+"?"43" "”"?"” 60" 3;" "*32" "3+"?"3;" "”"?"” 70" 44" "*5" "37+"?"44" "”"?"” 80" 39" "*7" "47+"?"39" "”"?"” 90" *4" "32+" "32"?"”" "32"?"” :0" *6" "33+" "34"?"”" "34"?"” ;0" *39" "3;+" "6"?"”" "6" ?"” 320" *3:" "42+" "7"?"”" "7" ?"” 50" Ukhcv"Rgp{gdctcp"*Fkuvtkdwvkh+ Cict"mcow"ogpigvcjwk"ukhcv"rgp{gdctcp."c{q"egtocvk"wtckcp"dgtkmwv0 c0" Ukhcv"Rgp{gdctcp"rcfc"Rgtmcnkcp"fgpicp"Rgplwoncjcp Fk"mgncu"5."mcow"uwfcj"ogorgnclctk"qrgtcuk"jkvwpi"ecorwtcp0"Okucnp{c." rgplwoncjcp"fgpicp"rgtmcnkcp."rgplwoncjcp"fgpicp"rgodcikcp0"Ugmctcpi." qrgtcuk"vgtugdwv"cmcp"fkwncpik"ncik0"Rgtjcvkmcp"eqpvqj"dgtkmwv0 Eqpvqj< Vgtfcrcv"32"fwu"lgtwm"fcp"32"fwu"crgn0"Vkcr"fwu"lgtwm"dgtkuk"8"lgtwm"fcp"vkcr" fwu"crgn"dgtkuk"9"crgn0"Dgtcrc"dcp{cm"dwcj"ugnwtwjp{cA"Wpvwm"ogorgtqngj" lcycdcpp{c."rgtjcvkmcpncj"wtckcp"dgtkmwv0
  • 20. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 33 Ocukpi/ocukpi"lgpku"dwcj"cfc"32"fwu."vkcr"fwu"lgtwm"cfc"8"lgtwm"fcp"vkcr" fwu"crgn"cfc"9"crgn0"Dcp{cmp{c"dwcj"fcrcv"fkjkvwpi"fgpicp"ectc< " 32" "*8"-"9+"?"000 Ectc"ogp{gnguckmcpp{c"fcrcv"ogpiiwpcmcp" ukhcv"rgp{gdctcp."{ckvw< 32" "*8"-"9+" ?"*32" "8+" -" *32" "9+ " " ?" 82" -" 92 " " ?"352 Lcfk."ugnwtwjp{c"cfc"352"dwcj0 Cmw"fcrcv" ogp{gnguckmcpp{c" fgpicp"ectc"ncpiuwpi< 32" "*8-9+"?"32" "35 " """""" ?"352 NcvkjcpNcvkjcp C{q"iwpcmcp"ukhcv"rgp{gdctcp"wpvwm"ogp{gnguckmcpp{c0 30" 47" "*6"-"8+" ?" *47" "6+"-"*47" "”+ 40" 55" "*7-"5+" ?" *55" "”+"-"*55" "”+ 50" 64" "*33"-";+" ?" *64" "”+"-"*64" "”+ 60" 3;" "*32"-":+"" ?" *3;" "”+"-"*3;" "”+ 70" 59" "*38"-"32+" ?" *”" "”+"-"*”" "”+
  • 22. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 35 Ectc"ogp{gnguckmcpp{c"fcrcv"ogpiiwpcmcp" ukhcv"rgp{gdctcp."{ckvw< 32" "*9"⁄"8+" ?"*32" "9+"⁄"*32" "8+ " " ?"92"⁄"82 " " ?"32 Lcfk."ugnkukj"dwcj"lgtwm"fgpicp"dwcj"crgn"cfcncj" 32"dwcj0 Cmw"fcrcv" ogp{gnguckmcpp{c" fgpicp"ectc"ncpiuwpi< 32" "*9"⁄"8+"?"32" "3 " """"""""" ?"32 NcvkjcpNcvkjcp C{q"iwpcmcp"ukhcv"rgp{gdctcp"wpvwm"ogp{gnguckmcpp{c0 30" 47" "*"7"⁄"6+" ?"*47" "7+"⁄"*47" "”+ 40" 43" "*"8"⁄"4+" ?"*43" "”+"⁄"*43" "”+ 50" 58" "*"9"⁄"7+" ?"*58" "”+"⁄"*58" "”+ 60" 7;" "*"87"⁄"77+" ?"*7;" "”+"⁄"*7;" "”+ 70" ::" "*"92"⁄"88+" ?"*”" "”+"⁄"*”" "”+ 60" Ukhcv"Rgplwoncjcp"fcp"Rgpiwtcpicp"Dkncpicp"fgpicp"Dkncpicp" Pqn Lkmc"uwcvw"dkncpicp"fklwoncjmcp"cvcw"fkmwtcpimcp"fgpicp"dkncpicp"pqn." jcuknp{c"vgvcr"dkncpicp"kvw"ugpfktk0"Rgtjcvkmcp"eqpvqj"dgtkmwv0 Eqpvqj 3"-"2"" ?"3 45"-"2" ?"45 44;"⁄"2" ?"44; Uwcvw"dkncpicp"lkmc"fklwoncjmcp"cvcw"fkmwtcpimcp" fgpicp"dkncpicp"pqn."jcuknp{c"vgvcr"dkncpicp"kvw" ugpfktk0
  • 23. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"636 NcvkjcpNcvkjcp C{q"mgtlcmcp"uqcn/uqcn"dgtkmwv"kpk0 30" 47"-"2" ?"”" 80" 37"⁄"2" ?"” 40" 76"-"2" ?"”" 90" 89"⁄"2" ?"” 50" 332"-"2" ?"”" :0" 433"⁄"2" ?"” 60" 447"-"2"?"”" ;0" 544"⁄"2" ?"” 70" 567"-"2"?"”" 320" 667"⁄"2" ?"” 70" Ukhcv"Rgtmcnkcp"fgpicp"Dkncpicp"Pqn Lkmc"uwcvw"dkncpicp"fkmcnkmcp"fgpicp"dkncpicp"pqn."jcuknp{c"cmcp"ogplcfk" pqn0"Rgtjcvkmcpncj"eqpvqj"dgtkmwv0 Eqpvqj 7" "2" ?"2 79" "2" ?"2 324" "2"?"2 778" "2"?"2" Lkmc"uwcvw"dkncpicp"fkmcnkmcp"fgpicp"pqn"*2+." jcuknp{c"cfcncj"pqn"*2+0 NcvkjcpNcvkjcp C{q"mgtlcmcp"uqcn/uqcn"dgtkmwv"kpk0 30" 57" "2" ?"”" 80" 634" "2"?"” 40" 85" "2" ?"”" 90" 678" "2"?"” 50" 334" "2" ?"”" :0" 763" "2"?"” 60" 457" "2"?"”" ;0" 889" "2""?"” 70" 588" "2"?"”" 320" 943" "2"?"” Ukhcv/ukhcv"nckp"fctk"qrgtcuk"jkvwpi"{cpi"ognkdcvmcp"dkncpicp"pqn"cfcncj< /" Lkmc"dkncpicp"pqn"fkdcik"qngj"uwcvw"dkncpicp."jcuknp{c"cmcp"vgvcr"pqn0 " Eqpvqj<"2"<"4;"?"2
  • 24. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 37 /" Uwcvw"dkncpicp"fkdcik"qngj"pqn."jcuknp{c"vkfcm"fkfghkpkukmcp0 " Eqpvqj< " 42"<"2"⇒ vkfcm"fkfghkpkukmcp 80" Ukhcv"Rgtmcnkcp"fgpicp"Dkncpicp"Ucvw Okucnmcp."mcow"ogoknkmk"8"fwu"mwg0"Vkcr"fwu"dgtkuk"3"mwg0"Dgtcrc"lwoncj" mwg"ugnwtwjp{cA Cfc"8"fwu"dgtkuk"3"mwg0"Ctvkp{c. 8" "3"?"8 Lcfk."dcp{cm"mwg"cfc"80 Ugmctcpi."dgtcrc"dcp{cm"mwg"lkmc"jcp{c"vgtfcrcv"3"fwu"{cpi"dgtkuk"8"mwg0 Cfc"3"fwu"dgtkuk"8"mwg0"Ctvkp{c. 3" "8"?"8 Dkncpicp"8"fk"cvcu"fkmcnkmcp"vgtjcfcr"dkncpicp"3."jcuknp{c"vgvcr"80"Lcfk. Ugmctcpi."eqdc"mcow"mgtlcmcp"ncvkjcp"dgtkmwv0 Uwcvw"dkncpicp"lkmc"fkmcnkmcp"fgpicp"dkncpicp"3." jcuknp{c"vgvcr"dkncpicp"kvw"ugpfktk0 NcvkjcpNcvkjcp C{q"mgtlcmcp"uqcn/uqcn"dgtkmwv"kpk0 30" 7" "3" ?"”" " 80" 3" "669"?"” 40" 34" "3" ?"”" " 90" 3" "78;"?"” 50" 48" "3" ?"”" " :0" 3" "884"?"” 60" 325" "3"?"”" " ;0" 3" "997"?"” 70" 556" "3"?"”" " 320" 3" "::7"?"”
  • 25. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"638 90" Ukhcv"Rgodcikcp"fgpicp"Dkncpicp"Ucvw Ugvkcr" dkncpicp" {cpi" fkdcik" qngj" dkncpicp" 3." jcuknp{c" dkncpicp" kvw" ugpfktk0 Eqpvqj< 6"<"3"?"6 3;:"<"3"?"3;: NcvkjcpNcvkjcp C{q"mgtlcmcp"uqcn/uqcn"dgtkmwv"kpk0 30" 72"<"3" ?"”" 60" 765"<"3"?"” 40" 344"<3"?"”" 70" 556"<"3"?"”" " " 50" 485"<"3"?"” Ugvgncj"kvw."iwpcmcpncj"mcnmwncvqt"wpvwm"ogpigegm"wncpi0 Ectcp{c<"vgmcp" " " 000" Dkncpicp"30222"ucorck"720222 Mcow"vgncj"ogpigpcn"dkncpicp"ucorck";;0"Ugmctcpi."mcow"cmcp"ogpigpcn" dkncpicp"30222"ucorck"720222"fcp"wtwvcpp{c0 30" Ogpigpcn"Dkncpicp"30222"ucorck"fgpicp"720222 c0" Ogodcec"Ncodcpi"Dkncpicp Dcecncj"dkncpicp"{cpi"fkvwplwmmcp"qngj"icodct"dgtkmwv"kpk0 D0 ugtkdw "fwc"tkdw 30222 40222 < 3 ?72
  • 26. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 39 Rgpqpvqp"ugrcm"dqnc" cfc"vkic"rwnwj"tkdw vkic"tkdw gorcv"tkdw"fwc" tcvwu d0" Ogpwnku"Ncodcpi"Dkncpicp Cmw"dkuc."c{q" rgtjcvkmcp"wtckcp"fk" dcycj"kpk0 Dcickocpc"{c"ectc" ogpwnkumcp"dkncpicp" ugtkdw Dkncpicp"ugtkdw"fkvwnku< 30222 Ogpwnkumcp"cpimc"ugtkdw"jctwu"ogocmck"vkvkm" ugvgncj" cpimc" mgvkic" fkjkvwpi" fctk" ugdgncj" mcpcp0 50222 60422
  • 27. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"63: 30" Dcickocpc"ogpwnkumcp"dkncpicp"ugtkdw"ugtcvwuA Ectcp{c< ugtkdw"ugtcvwu"?"ugtkdw"-"ugtcvwu " " ?"30222"-"322"?"30322 40" Dcickocpc"ogpwnkumcp"dkncpicp"ugtkdw"ugtcvwu"ugrwnwjA Ectcp{c< ugtkdw"ugtcvwu"ugrwnwj"?"ugtkdw"-"ugtcvwu"-"ugrwnwj " ?"30222"-"322"-"32"?"30332 50" Dcickocpc"ogpwnkumcp"dkncpicp"ugtkdw"ugtcvwu"ugdgncuA Ectcp{c< ugtkdw"ugtcvwu"ugdgncu"?"ugtkdw"-"ugtcvwu"-"ugrwnwj"-"ucvw " " " " ?"30222"-"322"-"32"-"3?"30333 60" Dgtfcuctmcp"wtckcp"fk"cvcu."ocmc"mcow"fcrcv"ogpwnkumcp"dkncpicp"ugtkdw" ugtcvwu"gorcv"rwnwj"nkoc"ugdcick"dgtkmwv0 ugtkdw"ugtcvwu"gorcv"rwnwj"nkoc" ?"30222"-"322"-"62"-"7 " ?"30367 70" Dcickocpcmcj"ogpwnkumcp"ncodcpi"dkncpicp"ugrwnwj"tkdw"gpco"tcvwu"fwc" rwnwj"nkocA Ectcp{c< "ugrwnwj"tkdw"gpco"tcvwu"fwc"rwnwj"nkoc" ?"320222"-"822"-"42"-"7 " ?"320847 80" Dcickocpcmcj"ogpwnkumcp"ncodcpi"dkncpicp"vkic"rwnwj"fwc"tkdw"fwc"tcvwu" vkic"rwnwj"gorcvA " Ectcp{c< vkic"rwnwj"fwc"tkdw"fwc"tcvwu"vkic"rwnwj"gorcv" ?"520222"-"40222"-"422" -"52"-"6" " """"""" ?"540456 NcvkjcpNcvkjcp C0" C{q"vwnku"ncodcpi"dkncpicp"dgtkmwv0 30" Vkic"dgncu"tkdw"fwc"tcvwu"?"350422 40" Fwc"rwnwj"nkoc"tkdw"gorcv"tcvwu"fwc"rwnwj"fwc"?"”0 50" Vkic"rwnwj"vkic"tkdw"nkoc"tcvwu"vwlwj"rwnwj"gpco"?"”0 60" Gorcv"rwnwj"tkdw"fwc"tcvwu"nkoc"rwnwj"nkoc"?"”0 70" Nkoc"rwnwj"tkdw"ucvw"?"”0
  • 28. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 3; 40" Pknck"Vgorcv" Rgtjcvkmcp"dkncpicp"dgtkmwv0 450789 Dcickocpcmcj"pknck"vgorcv"dkncpicp"vgtugdwvA"Mcow"fcrcv"ogpiiwpcmcp" wdkp"wpvwm"ogpigvcjwk"pknck"vgorcvp{c0 D0" Eqdc"dcec"ncodcpi"dkncpicp"dgtkmwv0 30" 30224"?"”0" 80"" 320522"?"”0" 40" 40756"?"”0" 90" 350789"?"”0" 50" 50898"?"”0" :0" 470;:9"?"”0" 60" 70976"?"”0" ;0" 580345"?"”0 70" 80:;2"?"”0" 320" 6;08;5"?"”0" Rwnwj"Tkdwcp Tkdwcp Tcvwucp Rwnwjcp Ucvwcp Pknck"vgorcv"fcrcv"fkdwcv"fcnco"dgpvwm"vcdgn"dgtkmwv"kpk0 "Rwnwj"Tkdwcp" Tkdwcp" Tcvwucp" Rwnwjcp" Ucvwcp " 4" 5" 7" 8" 9 Mcow"lwic"fcrcv"ogp{cvcmcp"dkncpicp"vgtugdwv"fcnco"dgpvwm"rgplwoncjcp." ugrgtvk"dgtkmwv"kpk< 450789"?"4"rwnwj"tkdwcp"-"5"tkdwcp"-"7"tcvwucp"-"8"rwnwjcp"-"9"ucvwcp 320222 320222 30222 30222 30222 322 322 322 322 322 3 3 3 3 3 3 3 32 32 32 32 32 32
  • 29. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"642 450789 ucvwcp rwnwjcp tcvwucp tkdwcp rwnwj"tkdwcp NcvkjcpNcvkjcp C0" C{q"kuk"vkvkm/vkvkm"dgtkmwv"kpk0 Ncodcpi" dkncpicp Rwnwj" Tkdwcp Tkdwcp Tcvwucp Rwnwjcp Ucvwcp " 320675" 3" 2" 6" 7" 5 " 320897" ”" ”" ”" ”" ” " 340;95" ”" ”" ”" ”" ” " 560345" ”" ”" ”" ”" ” " 66098:" ”" ”" ”" ”" ” Pknck"Vgorcv D0" Eqdc"vgpvwmcp"pknck"vgorcvp{c0 30" 450789" 40" 530996" 000 000 000 000 000 000 000 000 000 000 50" 340856" 60" 460987 000 000 000 000 000 000 000 000 000 000
  • 30. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 43 70" 6:0344 000 000 000 000 000 E0" C{q"kuk"pknck"vgorcvp{c"rcfc"vkvkm"dgtkmwv0 30" 320522"?"3""rwnwj"tkdwcp"-"2"""tkdwcp"-"5"""tcvwucp"-"2""rwnwjcp"-"2"""ucvwcp 40" 340765"?"”"rwnwj"tkdwcp"-"”"tkdwcp"-"”"tcvwucp"-"”"rwnwjcp"-"”"ucvwcp 50" 350564"?"”"rwnwj"tkdwcp"-"”"tkdwcp"-"”"tcvwucp"-"”"rwnwjcp"-"”"ucvwcp 60" 370;:9"?"”"rwnwj"tkdwcp"-"”"tkdwcp"-"”"tcvwucp"-"”"rwnwjcp"-"”"ucvwcp 70" 430789"?"”"rwnwj"tkdwcp"-"”"tkdwcp"-"”"tcvwucp"-"”"rwnwjcp"-"”"ucvwcp 80" 450567"?"”"rwnwj"tkdwcp"-"”"tkdwcp"-"”"tcvwucp"-"”"rwnwjcp"-"”"ucvwcp 90" 530:98"?"”"rwnwj"tkdwcp"-"”"tkdwcp"-"”"tcvwucp"-"”"rwnwjcp"-"”"ucvwcp :0" 560987"?"”"rwnwj"tkdwcp"-"”"tkdwcp"-"”"tcvwucp"-"”"rwnwjcp"-"”"ucvwcp ;0" 63078:"?"”"rwnwj"tkdwcp"-"”"tkdwcp"-"”"tcvwucp"-"”"rwnwjcp"-"”"ucvwcp 320" 6;0;:;"?"”"rwnwj"tkdwcp"-"”"tkdwcp"-"”"tcvwucp"-"”"rwnwjcp"-"”"ucvwcp 50" Ogodcpfkpimcp"Dkncpicp C{q" dcpfkpimcpncj" dkncpicp" ocpc" {cpi" rcnkpi" dcp{cm." 30222" cvcw" 302230 30222 30223 30222 30223
  • 31. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"644 rwnwj"tkdwcpp{c"ucoc tkdwcpp{c"ucoc tcvwucpp{c"ucoc rwnwjcpp{c"ucoc ucvwcpp{c"dgfc Dkncpicp"30223"ngdkj"dguct"fctkrcfc"dkncpicp"30222"mctgpc"dkncpicp"30223" ogoknkmk"mwdwu"ucvwcp"ngdkj"dcp{cm"fctkrcfc"dkncpicp"302220" Eqpvqj Ugmctcpi."eqdc"mcow"dcpfkpimcp"ocpc"{cpi"ngdkj"dcp{cm."320222"cvcw" 4202220 Rgp{gnguckcp Mkvc"fcrcv"ogodcpfkpimcp"mgfwc"dkncpicp"vgtugdwv"dgtfcuctmcp"pknck" vgorcvp{c0 320222"?"3"rwnwj"tkdwcp"-"2"tkdwcp"-"2"tcvwucp"-"2"rwnwjcp"-"2"ucvwcp 420222"?"4"rwnwj"tkdwcp"-"2"tkdwcp"-"2"tcvwucp"-"2"rwnwjcp"-"2"ucvwcp Lkmc"mcow"rgtjcvkmcp"dgpvwm"rgplwoncjcpp{c."dkncpicp"420222"ogoknkmk"rwnwj" tkdwcp"{cpi"ngdkj"dcp{cm"fctkrcfc"3202220"Lcfk."420222"ngdkj"dguct"fctk"3202220 Ectc"ogodcpfkpimcp"dkncpicp"dgtfcuctmcp"pknck"vgorcvp{c"cfcncj"ugdcick" dgtkmwv0 30" Rgtkmucncj"pknck"vgorcv"rwnwj"tkdwcpp{c0"Lkmc"pknck"vgorcv"rwnwj"tkdwcp" dkncpicp" vgtugdwv" ngdkj" dguct" fctk" {cpi" nckp." ocmc" vgvcrmcp" dkncpicp" vgtugdwv"ugdcick"{cpi"vgtdguct0 40" Crcdknc" pknck" vgorcv" rwnwj" tkdwcpp{c" ucoc." rgtkmucncj" pknck" vgorcv" tkdwcpp{c0"Lkmc"pknck"vgorcv"tkdwcp"dkncpicp"vgtugdwv"ngdkj"dguct"fctk"{cpi" nckp."ocmc"vgvcrmcp"dkncpicp"vgtugdwv"ugdcick"{cpi"vgtdguct0 50" Crcdknc"pknck"vgorcv"rwnwj"tkdwcp"fcp"tkdwcpp{c"ucoc."rgtkmucncj"pknck" vgorcv"tcvwucpp{c0"Lkmc"pknck"vgorcv"tcvwucp"dkncpicp"vgtugdwv"ngdkj"dguct" fctk"{cpi"nckp."ocmc"vgvcrmcp"dkncpicp"vgtugdwv"ugdcick"{cpi"vgtdguct0 60" Crcdknc"pknck"vgorcv"rwnwj"tkdwcp."tkdwcp."fcp"tcvwucpp{c"ucoc."rgtkmucncj" pknck"vgorcv"rwnwjcpp{c0"Lkmc"pknck"vgorcv"rwnwjcp"dkncpicp"vgtugdwv"ngdkj" dguct" fctk" {cpi" nckp." ocmc" vgvcrmcp" dkncpicp" vgtugdwv" ugdcick" {cpi" vgtdguct0 70" Crcdknc"pknck"vgorcv"rwnwj"tkdwcp."tkdwcp."tcvwucp"fcp"rwnwjcpp{c"ucoc." rgtkmucncj"pknck"vgorcv"ucvwcpp{c0"Lkmc"pknck"vgorcv"ucvwcp"dkncpicp"vgtugdwv" ngdkj"dguct"fctk"{cpi"nckp."ocmc"vgvcrmcp"dkncpicp"vgtugdwv"ugdcick"{cpi" vgtdguct0 Eqpvqj 440556" 440557 Mctgpc"7"@"6."ocmc"440557"@"440556
  • 32. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 45 NcvkjcpNcvkjcp Eqdc"dcpfkpimcp"mgfwc"dkncpicp"dgtkmwv"fgpicp"ectc"ogodgtk"vcpfc">"cvcw"@0 30" 3077:"”"307:;" 60" 709:;"”"80;23 40" 40678"”"30:98" 70" :0345"”":0453 50" 50987"”"60;:8" 80" 320678"”"320679 90" 330567"”"340567" ;0" 4607;3"”"4707;3" :0" 360345"”"360445" 320" 57098:"”"67098: 60" Ogpiwtwvmcp"Dkncpicp Ugvgncj"mcow"ocorw"ogodcpfkpimcp"fwc"dkncpicp."ugmctcpi"eqdcncj" dgnclct"ogpiwtwvmcp"dkncpicp0"Ogpiwtwvmcp"dkncpicp"fcrcv"fkncmwmcp"fctk"{cpi" vgtmgekn"ocwrwp"fctk"{cpi"vgtdguct0 Rgtjcvkmcp"eqpvqj"wtwvcp"dkncpicp"dgtkmwv0 Eqpvqj"*Wtwvcp"fctk"{cpi"vgtmgekn+ 30 30223 30224 30225 30226 30227 30228 50 40 320322 320422 320522 320622 320722 320822 320922 320222 420222 520222 620222 720222 Eqpvqj"*Wtwvcp"fctk"{cpi"vgtdguct+ 30 30553 3054; 30547 30542 30537 30535 30532 40 420222 3;0222 3:0222 390222 380222 370222 360222 50 720222 620222 520222 420222 320222 NcvkjcpNcvkjcp C0" C{q"wtwvmcp"fctk"{cpi"vgtmgekn0 30" 30422="30322="30722="30522="30;22="30:22="30822="30922 40" 330222="370222="340222="350222="390222="380222="360222
  • 33. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"646 50" 430452="430463="430536="430978="4302;8="430996="430:98 60" 44078;="440789="44032;="44089:="440443="440;:9="440346 70" 490989="490:98="4902;:="49034:="4909:;="490678="49055; D0" C{q"wtwvmcp"fctk"{cpi"vgtdguct0 30" 4:0567="4:0;2;="4:09:;="4:07:9="4:0756="4:034;="4:098: 40" 5607;3="5603;3="560456="560;3:="560739="5604;:="560465 50" 5;0:;2="5;0398="5;03;:="5;0764="5;04;:="5;0;9:="5;0246 60" 66076;="660364="660234="660534="660:98="660;3:="660732 70" 320222="40222="370222="560222="330;22="720222="440222 Ugmctcpi."eqdc"mcow"ugnguckmcp"ocucncj"dgtkmwv"kpk"fgpicp"ogpiiwpcmcp" ectc"ogpiwtwvmcp"dkncpicp0 NcvkjcpNcvkjcp C{q"mgtlcmcp"uqcn/uqcn"rgpgtcrcp"dgtkmwv0 30" Ogpiwtwvmcp"nwcu"mgdwp0" " Rcm"Owtukf"ogoknkmk"mgdwp"ugnwcu"360222"o4 0"Rcm"Lqmq"ogoknkmk"mgdwp" ugnwcu"340222"o4 0"Rcm"Lcwjctk"ogoknkmk"mgdwp"ugnwcu";0222"o4 0"Rcm" Fqpq"ogoknkmk"mgdwp"ugnwcu":0222"o4 0"Wtwvmcpncj"nwcu"mgdwp/mgdwp"oknkm" ogtgmc"vgtugdwv"fctk"{cpi"vgtnwcu0"Mgdwp"ukcrc"{cpi"rcnkpi"nwcuA 40" Ogpiwtwvmcp"vkpiik"iwpwpi0 " Iwpwpi"Ngwugt"fk"Pcpitqg"Cegj"Fctwuucnco"ogoknkmk"mgvkpiikcp"50626"o" fk"cvcu"rgtowmccp"ncwv"*frn+0"Iwpwpi"Vcncpi"fk"Rcfcpi"ogoknkmk"mgvkpiikcp" 4079:"frn0"Iwpwpi"Ogtcrk"fk"F0K0[0"Lqilcmctvc"ogoknkmk"mgvkpiikcp"50678" o"frn0"Rwpecm"Lc{c"Yklc{c"fk"Rcrwc"ogoknkmk"mgvkpiikcp"50679"o"frn0" Wtwvmcpncj"mgvkpiikcp"iwpwpi"vgtugdwv"fctk"{cpi"vgtvkpiikA 50" Ogpiwtwvmcp"jctic"dctcpi0 " Dw"Oct{cvk"ogplwcn"dctcpi"fcicpicpp{c"fk"rcuct0"Jctic"dctcpi/dctcpi" fcicpicpp{c"cfcncj"ugdcick"dgtkmwv0"Rc{wpi"ugjctic"420222"twrkcj0" Mgoglc"ugjctic"540222"twrkcj0"Ucpfcn"ugjctic""440222"twrkcj0"Mckp"3"o" ugjctic"660222"twrkcj0"Wtwvmcpncj"jctic"dctcpi"fcicpicp"Dw"Oct{cvk" vgtugdwv0"Dctcpi"crc"{cpi"rcnkpi"ocjcnA"Mgowfkcp."dctcpi"crc"{cpi" rcnkpi"owtcjA
  • 34. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 47 Rgtmcnkcp"Dkncpicp Fk"mgncu"vkic."mcow"vgncj"dgnclct"vgpvcpi"rgtmcnkcp"{cpi"jcuknp{c"dkncpicp" vkic"cpimc0"Ugmctcpi."mcow"cmcp"dgnclct"ncik"vgpvcpi"rgtmcnkcp"dkncpicp0 30" Rgtmcnkcp"ogtwrcmcp"Rgplwoncjcp"Dgtwncpi Rgtjcvkmcp"rgtmcnkcp"dgtkmwv0 4" "3"?"3"-"3"?"4" " " 4" "4"?"4"-"4"?"6 4" "5"?"5"-"5"?"8" " 4" "6"?"6"-"6"?": Dkncpicp"4."6."8."fcp":"cfcncj"jcukn"mcnk"fctk"40 E0 4" " 5." ctvkp{c" dkncpicp" 5" fkvcodcjmcp" ugdcp{cm"fwc"mcnk0 4" "5"?"5"-"5 Fctk"wtckcp"fk"cvcu."fcrcv"fkukorwnmcp"dcjyc"rgtmcnkcp"cfcncj"rgtvcodcjcp" dgtwncpi"fctk"dkncpicp"{cpi"fkmcnkmcp0" Eqpvqj"*ogpijkvwpi"dcp{cm"mgngtgpi+ Tkmk"ogoknkmk"6"mcpvqpi"mgngtgpi0"Vkcr"mcpvqpi"dgtkuk"42"mgngtgpi0"Dgtcrcmcj" mgngtgpi"Tkmk"ugnwtwjp{cA Lcycd Mgngtgpi"oknkm"Tkmk"? - - - ?" 42" -" 42" -" 42" -" 42 ?"" :2 cvcw."fcrcv"fkugnguckmcp"fgpicp"ectc< Lwoncj"mgngtgpi""?" dcp{cm"mcpvqpi"mgngtgpi" "kuk"vkcr"mcpvqpi" " " ?" 6" "42 " " ?" :2 Ucocmcj"jcuknp{c"fgpicp"{cpi"fk"cvcuA Lcfk."6" "42" ?"42"-"42"-"42"-"42 " " " ?":2
  • 35. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"648 40" Dw"Oc{c"ogoknkmk":"fwu"okg0"Vkcr"fwu"dgtkuk"62"dwpimwu"okg0"Dgtcrc" dwpimwu"okg"oknkm"Dw"Oc{c"ugnwtwjp{cA 50" Ucumkc"ogoknkmk"34"tko"mgtvcu0"Vkcr"tko"dgtkuk"722"ngodct"mgtvcu0"Dgtcrc" ngodct"mgtvcu"oknkm"UcumkcA D0" Ugnguckmcpncj"rgtmcnkcp"fk"dcycj"kpk0"Mcow"fcrcv"ogpiiwpcmcp"ugorqc" wpvwm"ogp{gnguckmcpp{c0 30" 5" "48"?"48"-"48"-"48"?"9:" 80" 72" "4"?"”0 40" 6" "46"?"”0" 90" 77" "6"?"”0 50" 7" "52"?"”0" :0" 84" "7"?"”0 60" 8" "57"?"”0" ;0" 98" "9"?"”0 70" 9" "67"?"”0" 320" :2" "32"?"”0 NcvkjcpNcvkjcp C0" Eqdc"mgtlcmcp"uqcn/uqcn"dgtkmwv"kpk0 30" Rcm"Dwtjcp"ogoknkmk"7"mcpfcpi"c{co0"Vkcr"mcpfcpi"dgtkuk"72"c{co0" Dgtcrcmcj"lwoncj"c{co"Rcm"Dwtjcp"ugnwtwjp{cA
  • 36. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 49 40" Rgtmcnkcp"Dkncpicp"Ucvw"Cpimc"fgpicp"Fwc"Cpimc Eqpvqj"*ogpijkvwpi"ncocp{c"ngu"ocvgocvkmc+ 4" "7 4" "42 ukorcpcp 7" "4"?"32 Vwnkumcp"2"fcp"ukorcp"3 *4" "4+"-"3"?"7 Lcfk."ncocp{c"ngu"ocvgocvkmcow"cfcncj"72"lco0 NcvkjcpNcvkjcp C0" C{q"mgtlcmcp"fgpicp"ectc"dgtuwuwp"rgpfgm"fcp"rcplcpi0 30" 4" "57"?"”0" 80" 44" "9"?"”0 40" 5" "66"?"”0" 90" 4;" ":"?"”0 50" 6" "7;"?"”0" :0" 89" ";"?"”0 60" 7" "82"?"”0" ;0" 97" "9"?"”0 70" 8" "78"?"”0" 320";;" "6"?"”0 Fcnco" ngu" ocvgocvkmc." ncoc" dgnclctow" cfcncj" 4"lco"wpvwm"ugmcnk"rgtvgowcp0"Lkmc"mcow"ogncmwmcp" rgtvgowcp"ugdcp{cm"47"mcnk0"Dgtcrc"lco"ugnwtwjp{c" ngu"ocvgocvkmcowA Lcycd Mcow"fcrcv"ogpijkvwpip{c"fgpicp"rgtmcnkcp<" 47" "4"?"A Wpvwm"ogp{gnguckmcp"rgtmcnkcp"fk"cvcu."mcow"fcrcv"ogpiiwpcmcp"ectc"dgtuwuwp" rcplcpi"cvcw"dgtuwuwp"rgpfgm0"Rgtjcvkmcpncj"eqpvqj"rgpigtlccp"dgtkmwv0 Ectc"Dgtuwuwp"Rcplcpi 47"?"42" -" 7 ""4"?""""2" -" 4 " ¤¤¤¤¤" " " " 32 " " " 62 " ¤¤¤¤¤"- " " " 72 Ectc"Dgtuwuwp"Rgpfgm 3 47 ""4 ¤" 72
  • 37. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"64: D0" Mgtlcmcmcpncj"uqcn/uqcn"dgtkmwv"kpk0 30" Ogpijkvwpi"dcp{cm"eqmncv0" " Twfk"ogoknkmk"9"mqvcm"eqmncv0"Vkcr"mqvcm"dgtkuk"42"eqmncv0"Dgtcrc"dcp{cm" eqmncv"oknkm"TwfkA 50" Rgtmcnkcp"Dkncpicp"Fwc"Cpimc"fgpicp"Fwc"Cpimc Eqpvqj"*ogpijkvwpi"dcp{cm"cpiiwt+ Rcm"Ococp"ogoknkmk"34"kmcv"cpiiwt0"Vkcr"kmcv"cpiiwt"dgtkuk"45"dwcj"cpiiwt0" Dgtcrc"lwoncj"cpiiwt"oknkm"Rcm"OcocpA Lcycd Mcow"fcrcv"ogpijkvwpip{c"fgpicp"rgtmcnkcp< 34" "45"?"A Ectc"ogp{gnguckmcpp{c."{ckvw"fgpicp"ectc"dgtuwuwp"rcplcpi"cvcw"ectc" dgtuwuwp"rgpfgm0 40" Ogpijkvwpi"dcp{cm"dgtcu0" " Dw"Wpk"ogplwcn"dgtcu"ugdcp{cm"7"mctwpi0"Vkcr"mctwpi"dgtcvp{c"62" mknqitco0"Dgtcrc"dgtcv"dgtcu"{cpi"fk"lwcn"Dw"Wpk"ugnwtwjp{cA 50" Ogpijkvwpi"dcp{cm"rgtogp0" " Ucpvk"ogoknkmk"57"dwcj"rgtogp"{cpi"fkukorcp"fcnco"vqrngu0"Dcp{cm" vqrngu"rgtogp"{cpi"fkoknkmkp{c"cfc";"dwcj0"Dgtcrc"dcp{cm"rgtogp" {cpi"fkoknkmk"UcpvkA 62"mi 62"mi 62"mi 62"mi 62"mi
  • 38. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 4; 4"ucvwcp" "5"ucvwcp"?"4" "5"?"8 4"ucvwcp" "4"rwnwjcp"?"4" "42"?"62 3"rwnwjcp" "5"ucvwcp"?"32" "5"?"52 3"rwnwjcp" "4"rwnwjcp"?"32" "42"?"422 Ectc"Dgtuwuwp"Rcplcpi 45"?"42" -" 5 34"?"32" -" 4 " ¤¤¤¤¤" " " " 8 " " """""""""62 " " """""""""52 " " """""""422 " ¤¤¤¤¤"- " " """""""498 Ectc"Dgtuwuwp"Rgpfgm 45 " ¤¤" """""45 """"¤¤"- """""498 34 68 4" "5"?"8"ukorcp"8."mgowfkcp"4" "4"?"6."ukorcp"6"ugdcick" rwnwjcp0"Lcfk."680" 3" "5"?"5"ukorcp"5"uglclct"fgpicp"6"rwnwjcp0"Mgowfkcp." 3" "4"?"4."ukorcp"4"fk"ugdgncj"mktk"cpimc"50"Lcfk."450 vwtwpmcp"8 lwoncjmcp"<"6"-"5"?"9 vwtwpmcp"4 mgowfkcp."vwnku"4980 Lcfk."lwoncj"tcodwvcp"oknkm"Rcm"Fktocp"cfc"498"dwcj0 Rgtjcvkmcpncj"eqpvqj"{cpi"nckpp{c0 " 3 " 4 67 " ¤¤" """"";2 " ¤¤"- """3292 46 """""3:2 ukorcpcp 6" "7"?"42."vwnku"2"ukorcp"4 mgowfkcp"mcnkmcp"6" "6"?"38"fcp"vcodcjmcp"fgpicp"4" ukorcpcp."lcfk."38"-"4"?"3:0"Vwnkumcp"fk"ugdgncj"mktk"cpimc" 2"ocmc"fkrgtqngj"cpimc"3:20 mcnkmcp"4" "7"?"32."vwnku"2"uglclct"cpimc":"fcp"ukorcp"30" mgowfkcp."mcnkmcp"4" "6"?":"fcp"vcodcjmcp"fgpicp"3" ukorcpcp"."lcfk":"-"3"?";0""Vwnkumcp"fk"ugdgncj"mktk"cpimc" 2"ocmc"fkrgtqngj"cpimc";20 vwtwpmcp"2 lwoncjmcp"<":"-"2"?": mgowfkcp."vwnku"32:20
  • 39. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"652 60" Rgtmcnkcp"Dkncpicp"Fwc"Cpimc"fgpicp"Vkic"Cpimc Eqpvqj Dgtcrcmcj"45" "347"?"000 Lcycd " 3 " 3 347 ¤¤" """""472 """"¤¤¤"- """""4:97 ""45 " 597 5" "7"?"37."vwnku"7"ukorcp"30"Mgowfkcp"mcnkmcp"5" "4"?" 8"fcp"vcodcjmcp"fgpicp"3"ukorcpcp."lcfk."8"-"3"?"90" Vwnkumcp"fk"ugdgncj"mktk"cpimc"70"Ugncplwvp{c."mcnkmcp"5" "3"?"5."vwnkumcp"fk"ugdgncj"mktk"cpimc"9."ocmc"fkrgtqngj" cpimc"5970 mcnkmcp"4" "7"?"32."vwnku"2"uglclct"cpimc"9"fcp"ukorcp"30" Mgowfkcp."mcnkmcp"4" "4"?"6"."fcp"vcodcjmcp"fgpicp"3" ukorcpcp"."lcfk"6"-"3"?"7."vwnkumcp"fk"ugdgncj"mktk"cpimc" 20"Ugncplwvp{c."mcnkmcp"4" "3"?"4."vwnkumcp"fk"ugdgncj"mktk" cpimc"70"Lcfk."fkrgtqngj"cpimc"4720" vwtwpmcp"7 lwoncjmcp"<"9"-"2"?"9 " """"""""5"-"7"?": vwtwpmcp"4 mgowfkcp."vwnku"4:970 ukorcpcp Lcfk."45" "347"?"40:97 NcvkjcpNcvkjcp C0" C{q"mgtlcmcp"fgpicp"ogpiiwpcmcp"ectc"dgtuwuwp"rcplcpi0 30" 33" "34"?"”0 40" 35" "36"?"”0 50" 43" "34"?"”0 60" 45" "33"?"”0 70" 44" "34"?"”0 D0" C{q"mgtlcmcp"fgpicp"ogpiiwpcmcp"ectc"dgtuwuwp"rgpfgm0 30" 46" "42"?"”0 40" 46" "48"?"”0 50" 47" "53"?"”0 60" 49" "57"?"”0 70" "57" "68"?"”0
  • 40. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 53 NcvkjcpNcvkjcp C0" C{q"mgtlcmcp"rgtmcnkcp"dgtkmwv"kpk0 30" 34" "324"?"”0" 80" 63" "3;9"?"”0" 40" 46" "337"?"”0" 90" 78" "432"?"”0" " " 50" 47" "342"?"”0" :0" 85" "43;"?"”0 60" 53" "345"?"”0" ;0" 89" "445"?"”0" 70" 57" "349"?"”0" 320" 94" "446"?"”0 D0" Eqdc"ugnguckmcp"uqcn/uqcn"dgtkmwv"kpk0 30" Ogpijkvwpi"dcp{cm"mgngtgpi0" " Yc{cp"ogoknkmk"33"mcpvqpi"mgngtgpi0"Vkcr"mcpvqpi"dgtkuk"347"mgngtgpi0" Dgtcrcmcj"dcp{cm"mgngtgpi"oknkm"Yc{cpA 40" Ogpijkvwpi"lwoncj"ngodct"mgtvcu0" " Tkucpvk"ogodgnk"44"tko"mgtvcu0"Vkcr"tko"dgtkuk"722"ngodct"mgtvcu0"Dgtcrc" ngodct"mgtvcu"{cpi"fkdgnk"qngj"TkucpvkA 50" Ogpijkvwpi"jcukn"rcpgp0" " Rcm"Vqpq"ogocpgp"rcfk"fk"ucycjp{c0"Jcukn"rcpgpp{c"cfcncj"49"mctwpi" icdcj0"Dgtcv"vkcr"mctwpip{c"345"mknqitco0"Dgtcrc"mknqitco"jcukn"rcpgp" Rcm"Vqpq"ugnwtwjp{cA 60" Ogpijkvwpi"jcukn"rcpgp0" " Dw"Octpk"ogorwp{ck"43"fwu"vgnwt"wpvwm"fklwcn"mg"rcuct0"Vkcr"fwu"dgtkuk"456" vgnwt0"Dgtcrcmcj"lwoncj"vgnwt"{cpi"cmcp"fklwcn"Dw"Octpk"ugnwtwjp{cA 70" Ogpijkvwpi"dcp{cm"kmcp"ngng0" " Rcm"Fcfcpi"ogoknkmk"rgvgtpcmcp"kmcp"ngng"ugdcp{cm"47"mqnco0"Vkcr"mqnco" dgtkuk"472"kmcp"ngng0"Dgtcrcmcj"dcp{cm"kmcp"ngng"Rcm"Fcfcpi"ugnwtwjp{cA F0 Rgodcikcp"Dkncpicp Ocukj" kpicvmcj" mcow" rgnclctcp" vgpvcpi" qrgtcuk" rgodcikcp" {cpi" vgncj"fkrgnclctk"ugycmvw"mcow"fwfwm"fk"mgncu"vkicA"Ugmctcpi."mcow"cmcp" ogorgnclctkp{c"mgodcnk0"Wpvwm"kvw."rgtjcvkmcpncj"wtckcp"dgtkmwv0 30" Mqpugr"Rgodcikcp" Eqpvqj"*ogpijkvwpi"dcp{cm"kmcp"fk"mqnco+ Rcm"Ncpfq"cmcp"ogpikuk"7"mqncop{c"fgpicp"kmcp"ocu0"Kc"ogpikuk"mqncop{c" fgpicp"ucoc"dcp{cm0"Lkmc"kmcp"ocu"{cpi"fkoknkmkp{c"jcp{c"42."dgtcrc"kmcp" ocu"vkcr"mqncop{cA Lcycd
  • 41. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"654 Wpvwm"ogpijkvwpip{c."mcow"fcrcv"ogpiiwpcmcp"qrgtcuk"rgodcikcp< 42"<"7"?"A Ectc"ogp{gnguckmcpp{c"cfcncj"fgpicp"ogpiwtcpik"dkncpicp"42"qngj"nkoc" jkpiic"vcm"dgtukuc0 42"<"7"?"42"⁄"7"?"37"" " " *3+ " 37"⁄"7" ?"32"" " " *4+ 32"⁄"7" ?"7" " " " *5+ " 7"⁄"7" ?"2" " " " *6+ Rgpiwtcpicp"42"qngj"7"fk"cvcu"fkncmwmcp"ugdcp{cm"gorcv"mcnk0"Lcfk."42"<"7"?" 6 NcvkjcpNcvkjcp C{q"jkvwpi"jcukn"rgodcikcp"dgtkmwv0 30" 6"<"4" ?"”0" 80" 72"<"32" ?"”0 40" 32"<"7"?"”0" 90" 82"<"42" ?"”0 50" 44"<"4"?"”0" :0" 92"<"9" ?"”0 60" 52"<"8"?"”0" ;0" :2"<":" ?"”0 70" 62"<"6"?"”0" 320" ;2"<"37" ?"”0 40" Rgodcikcp"Vcprc"Ukuc"fgpicp"Ectc"Dgtuwuwp"Rgpfgm Eqpvqj"*Rgodcikcp"dkncpicp"vkic"cpimc"qngj"ucvw"cpimc+ Fkmc"ogoknkmk"522"mgngtgpi0"Kc"cmcp"ogocuwmmcpp{c"mg"fcnco"7"mcpvqpi" fgpicp"ucoc"dcp{cm0"Dgtcrc"lwoncj"mgngtgpi"rcfc"ocukpi/ocukpi"mcpvqpi" vgtugdwvA
  • 42. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 55 Lcycd Wpvwm"ogp{gnguckmcp"rgtocucncjcp"fk"cvcu."ectkncj"jcukn"fctk"522"<"7"?"A Ectcp{c"cfcncj"ugdcick"dgtkmwv0 522"<"7"?"”0 5"<"7"vkfcm"dkuc"mctgpc"5"ngdkj"mgekn"fctk"70"Ugncplwvp{c." 52"<"7"?"80"Vwnkumcp"8"fk"cvcu0"Mgowfkcp"mcnkmcp"8" "7" ?"520"Vwnku"52"uglclct"fgpicp"cpimc"50"Ugncplwvp{c." vwtwpmcp"cpimc"20"2"<"7"?"2."vwnkumcp"2"fk"ugdgncj" mcpcp"cpimc"80 Lkmc"jcukn"rgpiwtcpicpp{c"vgncj"ogpecrck"jctic"2."ocmc"rgodcikcp"vgncj" ugnguck0"Eqdcncj"mcow"nkjcv"dgtcrc"cpimc"{cpi"vgtvwnku"fk"cvcuA"82."dwmcpA Lcfk."522"<"7"?"820"Fgpicp"fgokmkcp."dcp{cmp{c"mgngtgpi"oknkm"Fkmc"fk"vkcr" mcpvqpip{c"cfc"82"mgngtgpi0 Rgtjcvkmcpncj"eqpvqj"nckpp{c0 Eqpvqj"*rgodcikcp"dkncpicp"gorcv"cpimc"qngj"fwc"cpimc+ 40;74"<"46"?"”0 Rgtjcvkmcpncj"ectc"ogp{gnguckmcpp{c0 Ncpimcj"rgtvcoc " 7" 522 " " ¤¤"⁄ " " """"2 " " """"2 " " 52 " " """"2 " " ¤¤"⁄ " " 82 4;"<"46"?"3."ukuc"70"Vwnku"3"fk"cvcu0"Mcnkmcp"3" "46"?"460" Vwnku"46"fk"dcycj"4;0"Mgowfkcp."4;"⁄"46"?"70"Vwtwpmcp" 7"uglclct"7"jcukn"rgpiwtcpicp0 " 46" 40;74 " " ¤¤"⁄" " 46 " " """""77 " " 3 Ncpimcj"mgfwc 77"<"46"?"4."ukuc"90"Vwnku"4"fk"cvcu"fk"ucorkpi"cpimc"30" Mcnkmcp"4" "46"?"6:0"Vwnku"6:"fk"dcycj"770"Mgowfkcp."77" ⁄"6:"?"90"Vwtwpmcp"4"uglclct"9"jcukn"rgpiwtcpicp0 " 46" 40;74 " " ¤¤"⁄ " " 34 " " """6: " " """"""94 " " 46 " " """""77 " " ¤¤¤"⁄
  • 43. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"656 NcvkjcpNcvkjcp C{q"ugnguckmcp"fgpicp"ectc"dgtuwuwp"rgpfgm0"Ugvgncj"kvw."egm"mgodcnk" ogpiiwpcmcp"mcnmwncvqt0"Crcmcj"jcuknp{c"ucocA 30" 476"<"4"?"”0" 80" 40882"<"57"?"”0" 330"""330486"<"66"?"”0 40" 577"<"7"?"”0" 90" 50687"<"64"?"”0" 340""35046:"<"6:"?"”0 50" 756"<"8"?"”0" :0" 50626"<"68"?"”0" 350" 380864"<"75"?"”0 60" 887"<"9"?"”0" ;0" 60353"<"73"?"”0" 360" 4:06:2"<"86"?"”0 70" 926"<":"?"”0" 320" 90878"<":3"?"”0" 370" 6:0894"<"9:"?"”0 50" Rgodcikcp"fgpicp"Ukuc" Rcfc"rgodcikcp"vcprc"ukuc."jcukn"rgodcikcp"cmcp"fkrgtqngj"ugvgncj"jcukn" rgpiwtcpicp"uwfcj"ogpecrck"cpimc"20"Ncnw."dcickocpcmcj"lkmc"rgodcikcp"kvw" vkfcm"dgtukuc"pqnA"Wpvwm"ogpigvcjwk"ectc"rgpigtlccpp{c."rgtjcvkmcpncj"eqpvqj" dgtkmwv"kpk0 Eqpvqj"*rgodcikcp"dkncpicp"vkic"cpimc"qngj"ucvw"cpimc+ Dw"Pkc"cmcp"ogodcikmcp"rgpukn"mgrcfc";"qtcpi"ukuycp{c0"Dcp{cm"rgpukn" vgtugdwv"cfc"4;:0"Dgtcrcmcj"dcp{cm"rgpukn"{cpi"fkvgtkoc"qngj"ocukpi/ocukpi" ukuycp{c"kvwA Lcycd Mcow"jctwu"ogpectk"4;:"<";"?"”0 " " 49 " " """"4: " " ¤¤"⁄ " ;" 4;: " " ¤¤"⁄ " " 55 " " """"49 " " """"3 jcukn ukuc Ncpimcj"mgvkic Lcfk."40;78"<"46"?"345 94"<"46"?"5."ukuc"20"Vwnku"5"fk"cvcu"fk"ucorkpi"cpimc"40" Mcnkmcp"5" "46"?"940"Vwnku"94"fk"dcycj"940" 94"⁄"94"?"20" jcukn " 46" 40;74 " " ¤¤"⁄ " " 345 " " """"""94 " " """"""""2 " " 46 " " """""77 " " ¤¤¤"⁄" " """6: " " """"""94 " " ¤¤¤"⁄ Lcfk.""4;:"<";"?"55"ukuc"30
  • 44. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 57 Eqpvqj"*rgodcikcp"dkncpicp"vkic"cpimc"qngj"fwc"cpimc+ Vgpvwmcpncj"jcukn"dcik"fcp"ukuc"fctk"679"<"35"?"A Lcycd " Lcfk.""679"<"35"?"57"ukuc"40 " " 5; " " """"89 " " ¤¤"⁄ " 35" 679 " " ¤¤"⁄ " " 57 " " """"87 " " """"4 jcukn ukuc Eqpvqj"*rgodcikcp"dkncpicp"gorcv"cpimc" qngj"fwc"cpimc+ Vgpvwmcpncj"jcukn"dcik"fcp"ukuc"fctk"4057;"<"47"?"A Lcycd " " 447 " " """""32; " " ¤¤¤"⁄ " 47" 4057; " " ¤¤¤"⁄ " " ;6 " " """""322 " " """"""""; jcukn ukuc Lcfk.""4057;"<"47"?";6"ukuc";0 Eqpvqj"*rgodcikcp"dkncpicp"nkoc"cpimc"qngj"fwc"cpimc+ Vgpvwmcpncj"jcukn"dcik"fcp"ukuc"fctk"440765"<"55"?"A Lcycd " " 3;": " " """""496 " " ¤¤¤"⁄ " 55" 440765 " " ¤¤¤"⁄ " " 8:5 " " """""486 " " """"""325 " " ¤¤¤¤"⁄" " """""""";; " " """"""""""6 jcukn ukuc Lcfk.""440765"<"55"?"8:5"ukuc"60
  • 45. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"658 G0 Qrgtcuk"Jkvwpi"Ecorwtcp" Crcmcj"qrgtcuk"jkvwpi"ecorwtcp"kvwA"Qrgtcuk"jkvwpi"ecorwtcp"cfcncj" qrgtcuk"jkvwpi"dkncpicp"{cpi"ngdkj"fctk"ucvw"oceco"qrgtcuk"jkvwpi0"Okucnp{c." qrgtcuk"jkvwpi"rgtmcnkcp"fgpicp"rgodcikcp."qrgtcuk"jkvwpi"dkncpicp"rgtmcnkcp" fgpicp"rgodcikcp."cvcw"qrgtcuk"jkvwpi"rgtmcnkcp."rgodcickp."rgplwoncjcp." fcp"rgpiwtcpicp0" Cfc"dgdgtcrc"cvwtcp"fcnco"qrgtcuk"jkvwpi"ecorwtcp."{ckvw"ugdcick"dgtkmwv0 30" Cvwtcp"Rgtvcoc Lkmc"fcnco"uwcvw"qrgtcuk"jkvwpi"vgtfcrcv"rgplwoncjcp"fcp"rgpiwtcpicp." ocmc"mgtlcmcp"qrgtcuk"{cpi"fk"ugdgncj"mktk"vgtngdkj"fcjwnw0 Eqpvqj Vgpvwmcp"jcukn"fctk"qrgtcuk"jkvwpi"ecorwtcp"dgtkmwv#"" c0" 60789"/"40674"-"50344"?"000 d0" 70443"-"40;:7"/"50367"?"000 Lcycd< c0" 60789"/"40674"-"50344"?"40337"-"50344"?"70459 qrgtcuk"rgpiwtcpicp"kpk" fkmgtlcmcp"ngdkj"fcjwnw0 d0" 70443"-"40;:7"/"50367"?":0428"/""50367"?"70283 qrgtcuk"rgplwoncjcp"kpk" fkmgtlcmcp"ngdkj"fcjwnw0 NcvkjcpNcvkjcp C{q"ugnguckmcp"fgpicp"ectc"dgtuwuwp"rgpfgm0"Ugvgncj"kvw."egm"mgodcnk"fgpicp" mcnmwncvqt0"Crcmcj"jcuknp{c"ucocA 30" 568"<"7" ?"”0" 80" 50689"<"44"?"”0" 330" 44059;"<"44"?"”0 40" 669"<"9" ?"”0" 90" 60746"<"47"?"”0" 340" 470868"<"46"?"”0 50" 748"<":" ?"”0" :0" 70:88"<"59"?"”0" 350" 520449"<"54"?"”0 60" 8:6"<"9" ?"”0" ;0" 809:5"<"63""?"”0" 360" 66087:"<"63"?"”0 70" 99:"<"7" ?"”0" 320" 9089:"<"6;"?"”0" 370" 760457"<"77"?"”0
  • 46. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 59 qrgtcuk"rgtmcnkcp""kpk"fkmgtlcmcp" ngdkj"fcjwnw0 qrgtcuk"rgodcikcp"kpk"fkmgtlcmcp" ngdkj"fcjwnw0 40" Cvwtcp"Mgfwc Lkmc"fcnco"uwcvw"qrgtcuk"jkvwpi"vgtfcrcv"rgtmcnkcp"fcp"rgodcikcp."ocmc" mgtlcmcp"qrgtcuk"{cpi"fk"ugdgncj"mktk"vgtngdkj"fcjwnw0 Eqpvqj Vgpvwmcp"jcukn"fctk"qrgtcuk"jkvwpi"ecorwtcp"dgtkmwv0" c0" 70564" "46"<"38"?"A d0" 80678"<":29"" "68""?"A Lcycd< c0" 70564" "46"<"38"?"34:042:"<"38"?":0235 d0" 80678"<":29"" "68""?""":"" ""68"?"58: 50" Cvwtcp"Mgvkic Lkmc"fcnco"uwcvw"qrgtcuk"jkvwpi"vgtfcrcv"rgplwoncjcp."rgpiwtcpicp." rgtmcnkcp"fcp"rgodcikcp."ocmc"mgtlcmcpncj"qrgtcuk"rgtmcnkcp"fcp"rgodcikcp" vgtngdkj"fcjwnw."mgowfkcp"dctw"mgtlcmcp"rgplwoncjcp"cvcw"rgpiwtcpicp0 Eqpvqj Vgpvwmcp"jcukn"fctk"qrgtcuk"jkvwpi"ecorwtcp"dgtkmwv#"" 34:053;"⁄"70564" "46"-"86"<"38"?"A Lcycd< 34:053;"⁄"70564" "46"-"86"<"38"?"34:053;"⁄"*70564" "46+"-"*86"<"38+ " " ?"34:053;"⁄"34:042:"-"6 " " ?""333"-"6 " " ?""337 Qrgtcuk"{cpi"cfc"fk"fcnco"mwtwpi" fkmgtlcmcp"ngdkj"fcjwnw0
  • 47. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"65: NcvkjcpNcvkjcp C0" C{q"mgtlcmcp"uqcn/uqcn"dgtkmwv"kpk0"Ugvgncj"ogpigvcjwk"jcuknp{c."eqdc" egm"ogpiiwpcmcp"mcnmwncvqt0 30" 660443"-"30753"⁄"4409:8" ?"”0"" " 40" 330748""-"540478"⁄":0987" ?"”0"" 50" 650456"⁄"350673"-"40786" ?"”0"" " 60" 64" "50687"<"64" ?"”0 70" 50626"<"68" "43" ?"”0 80" 90878"<":3" "4:" ?"”0 90" 557"-"4"<"4"⁄"324" "5" ?"”0 :0" 78:"-"39" "4"⁄";2"<"5" ?"”0 ;0" 997"⁄"3:" "5"⁄"322"<"72" ?"”0 320" 60776"⁄"30447" "4"-"40222"<"422" ?"”0 D0" C{q"ugnguckmcp"uqcn/uqcn"rgpgtcrcp"dgtkmwv0 30" Rcm"Cjocf"dgmgtlc"fgpicp"iclk"520222"twrkcj"rgt"jctk0"Ugvgncj"kc"dgmgtlc" ugncoc"ugokpiiw"*"9"jctk+."Rcm"Cjocf"rgtik"mg"uwrgtoctmgv"dgtdgncplc" 4"dclw"fgpicp"jctic"ocukpi/ocukpi"460222"twrkcj0"Dgtcrc"twrkcj"ukuc" wcpi"Rcm"Cjocf"kvwA 40" Wpvwm"ogorgtdckmk"rqu"mconkpi""fk"TV"27"Fguc"Vcpiiwnwp"fkdwvwjmcp" dkc{c"9860;:9"twrkcj0"Ugdcp{cm"45"mgrcnc"mgnwctic"TV"27"ogp{wodcpi" wcpi"470222"twrkcj0"Dgtcrc"ukuc"dkc{c"{cpi"ocukj"fkdwvwjmcpA 50" Kdw"dgncplc"mg"rcuct0"Dgncplccp{c"cfcncj<"32"dwpimwu"ok."4"mknqitco" iwnc."fcp"7"dwpimwu"ucdwp"ewek0"Jctic"3"ok"cfcncj"30322"twrkcj."jctic" 3"mknqitco"iwnc"cfcncj"90722"twrkcj."fcp"jctic"3"dwpimwu"ucdwp"ewek" cfcncj"30672"twrkcj0"Kdw"ogodc{ctp{c"fgpicp"wcpi"ugdguct"720222" twrkcj0"Dgtcrcmcj"wcpi"mgodcnkcp"{cpi"fkvgtkoc"KdwA 60" Fqpk"ogodgnk"7"dwmw"fcp"6"rgpukn"ugjctic"380222"twrkcj0"Lkmc"jctic"ugdwcj" dwmw"cfcncj"40222"twrkcj."ocmc"dgtcrcmcj"jctic"ugdwcj"rgpuknA 70" Fk"ugdwcj"iwfcpi"vgtfcrcv"620222"fwu"dctcpi0"Lkmc"ugdcikcp"fwu"kvw" fkrkpfcjmcp"mg"fcnco":"vtwm"dctcpi"{cpi"vkcr"vtwmp{c"fcrcv"ogowcv" 30422"fwu."dgtcrc"fwu"dctcpi"{cpi"ocukj"vgtukuc"fk"iwfcpi"kvwA
  • 48. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 5; Rcfc" uwcvw" rgtvcpfkpicp" ugrcm" dqnc" {cpi" fkncpiuwpimcp" fk" Uvcfkqp" Ocvqcpikp."dcp{cm"rgpqpvqp"{cpi"ogp{cmukmcp"rgtvcpfkpicp"vgtugdwv0" Dcp{cm"rgpqpvqp" ugrcm"dqnc"ugmkvct" 40222"qtcpi0 Fkpc"ogpcmukt"dcp{cm"rgpqpvqp"ugrcm"dqnc"ugdcp{cm"40222"qtcpi0" Rcfcjcn."lwoncj"rgpqpvqp"ugdgpctp{c"vkfcm"vgrcv"40222"qtcpi."owpimkp" mwtcpi"ugfkmkv"fctk"40222"qtcpi"cvcw"ngdkj"ugfkmkv"fctk"40222"qtcpi0 H0 Rgpcmuktcp"fcp"Rgodwncvcp 30" Rgpigtvkcp"Rgpcmuktcp Owpimkp"mcow"rgtpcj"ogpcmukt"uguwcvw"fk" mgjkfwrcp"ugjctk/jctk0"Okucnp{c."ogpcmukt"dgtcv" oqdkn." ogpcmukt" vkpiik" rqjqp." ogpcmukt" nwcu" mgdwp."cvcw"ogpcmukt"dcp{cm"qtcpi"{cpi"ugfcpi" dgtqncjtcic0 Dcp{cm"qtcpi"{cpi" dgtnctk"ugmkvct"32"qtcpi0
  • 49. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"662 Dgtucoc"mgnqorqmow."vcmuktncj< 30" Vkpiik"rqjqp"fk"jcncocpow"vcprc"ogpiwmwt0 40" Rcplcpi"lcncp"fk"fgrcp"ugmqncjow0 50" Rcplcpi"twcpicp"mgncuow0 VwicuVwicu 40" Rgodwncvcp"Dkncpicp Ugmctcpi."mcow"cmcp"dgnclct"vgpvcpi"rgodwncvcp"dkncpicp0"C{q"egtocvk" wtckcp"dgtkmwv"kpk0 Dcp{cm"Mgngtgpi Fqpk" 93 Cfk" 9: dwfk" :7 Mgngtgpimw"ugmkvct"92 Mgngtgpimw"ugmkvct";2 Mgngtgpimw"ugmkvct":2
  • 50. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 63 Octk"mkvc"icodctmcp"mg"fcnco"ictku"dkncpicp 82 92 :2 ;2 93 9: :7 Fqpk."Cfk."fcp"Dwfk"ogodwncvmcp"dkncpicp"93."9:."fcp":7"mg"fcnco"rwnwjcp" vgtfgmcv0 82 92 :2 ;2 93 Dkncpicp"93"dgtcfc"fk"cpvctc"92"fcp":20"Cmcp"vgvcrk."dkncpicp"93"ngdkj" fgmcv"mg"92"fctkrcfc"mg":20"Lcfk."rwnwjcp"vgtfgmcv"fctk"93"cfcncj"920 93"fkdwncvmcp"ogplcfk"92"mctgpc"rwnwjcp"vgtfgmcvp{c"cfcncj"920 82 92 :2 ;2 9: Dkncpicp"9:"dgtcfc"fk"cpvctc"92"fcp":20 Cmcp"vgvcrk."dkncpicp"9:"ngdkj"fgmcv"mg":2"fctkrcfc"mg"920"Fgpicp"fgokmkcp." rwnwjcp"vgtfgmcv"fctk"9:"cfcncj":20 9:"fkdwncvmcp"ogplcfk":2"mctgpc"rwnwjcp"vgtfgmcvp{c"cfcncj":20 82 92 :2 ;2 :7 Dkncpicp":7"dgtcfc"fk"cpvctc"92"fcp":20 Dkcucp{c"dkncpicp"rwnwjcp"fgpicp"ucvwcp"7"fkdwncvmcp"mg"rwnwjcp"{cpi" ngdkj"dguct0"Lcfk.":7"fkdwncvmcp"ogplcfk";20 :7"fkdwncvmcp"ogplcfk";2"mctgpc"wpvwm"cpimc"rwnwjcp"fgpicp"ucvwcp"7." ocmc"fkdwncvmcp"mg"rwnwjcp"{cpi"rcnkpi"dguct."{ckvw";20 Ugmctcpi."mcow"cmcp"dgnclct"ogodwncvmcp"dkncpicp"mg"tcvwucp"cvcw"tkdwcp" vgtfgmcv0"C{q"rgtjcvkmcp"eqpvqj"dgtkmwv"kpk0
  • 51. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"664 Eqpvqj< Cfc"70;34"qtcpi"ogpqpvqp"rgtvcpfkpicp"dqnc"dcumgv0 Dcp{cm"rgpqpvqp" ugmkvct"70;22"qtcpi0 70922 70:22 70;22 80222 70;34 Tqpk"ogodwncvmcp"dkncpicp"70;34"mg"tcvwucp"vgtfgmcv0 70;34"≈"70;22 Tkvc" ogpcmukt" dcp{cm" rgpqpvqp" dqnc" dcumgv" kvw" fgpicp" ogodwncvmcp"dkncpicp"70;34"mg"tkdwcp"vgtfgmcv0 70;34"≈"80222 50222 60222 70222 80222 70;34 Cpimc"70;34"ogpfgmcvk"802220 Lkmc"mcow"cmcp"ogncmwmcp"rgodwncvcp"dkncpicp."rgtjcvkmcp"cvwtcp/cvwtcp" dgtkmwv"kpk0 Rgpqpvqp"kvw"dcp{cmp{c" ugmkvct"80222"qtcpi0
  • 52. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 65 30" Rgtjcvkmcp"cpimc"fk"ugdgncj"mcpcp"rcfc"cpimc"{cpi"cmcp"fkdwncvmcp0 40" Wpvwm"rgodwncvcp"mgfcnco"rwnwjcp"vgtfgmcv. c0" Dwncvmcp"mg"dcycj"ogplcfk"2"lkmc"cpimc"ucvwcpp{c"3."4."5."fcp"60 d0" Dwncvmcp"mg"cvcu"ogplcfk"32"lkmc"cpimc"ucvwcpp{c"7."8."9.":."fcp";0 50" Wpvwm"rgodwncvcp"mgfcnco"tcvwucp"vgtfgmcv. c0" Dwncvmcp"mg"dcycj"*fkjkncpimcp+"lkmc"cpimc"rwnwjcpp{c"32."42."52."fcp" 620 d0" Dwncvmcp"mg"cvcu"ogplcfk"322"lkmc"cpimc"ucvwcpp{c"72."82."92.":2."fcp" ;20 60" Wpvwm"rgodwncvcp"mgfcnco"tkdwcp"vgtfgmcv. c0" Dwncvmcp"mg"dcycj"*fkjkncpimcp+"lkmc"cpimc"tcvwucpp{c"322."422."522." fcp"6220 d0" Dwncvmcp"mg"cvcu"ogplcfk"30222"lkmc"cpimc"tcvwucpp{c"722."822."922." :22."fcp";220 NcvkjcpNcvkjcp C{q"mgtlcmcp"uqcn/uqcn"dgtkmwv0 30" Rcm"Jgpftc"ogoknkmk"3:"fwtkcp0"Dwncvmcpncj"dcp{cm"fwtkcp"vgtugdwv"mg" fcnco"rwnwjcp"vgtfgmcv0 3:"≈ 000"""" 40" Dwncvmcp"dkncpicp/dkncpicp"dgtkmwv"mg"fcnco"rwnwjcp"vgtfgmcv0 " c0" 459" d0" 568" e0" 693 50" Dwncvmcp"dkncpicp/dkncpicp"dgtkmwv"mg"fcnco"tcvwucp"vgtfgmcv0 " c0" 443" d0" 76;" e0" 89: 60" Dwncvmcp"dkncpicp/dkncpicp"dgtkmwv"mg"fcnco"tcvwucp"vgtfgmcv0 " c0" 60764" d0" 70:9;" e0" 80543 70" Dwncvmcp"dkncpicp/dkncpicp"dgtkmwv"mg"fcnco"tkdwcp"vgtfgmcv0 " c0" 5034:" d0" 60:94" e0" 7034; 3:37 32 42
  • 53. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"666 50" Ogpcmukt"Jcukn"Rgplwoncjcp"fcp"Rgpiwtcpicp Wpvwm"ogpcmukt"jcukn"rgplwoncjcp"fcp"rgpiwtcpicp."dkncpicp/dkncpicp" {cpi"cmcp"fklwoncjmcp"fcp"fkmwtcpimcp"jctwu"fkdwncvmcp"vgtngdkj"fcjwnw0" Rgtjcvkmcp"eqpvqj"dgtkmwv0 Eqpvqj< 734" 722 5;5" 622 30" Dwncvmcp" dkncpicp" dgtkmwv" mg" fcnco" tcvwucp"vgtfgmcv."mgowfkcp"vcmuktncj"jcukn" rgplwoncjcp"734"-"5;50 " 722"-"622"?";22 " Lcfk."vcmuktcp"fctk"rgplwoncjcp"734"-"5;5" cfcncj";220 50567" 50222 60798" 70222 40" Dwncvmcp" dkncpicp" dgtkmwv" mg" fcnco" tkdwcp" vgtfgmcv."mgowfkcp"vcmuktncj"jcukn"rgplwoncjcp" 50567"-"607980 " 50222"-"70222"?":0222 " Lcfk."vcmuktcp"fctk"rgplwoncjcp"50567"-"60798" cfcncj":02220 50" Dwncvmcp" dkncpicp" dgtkmwv" mg" fcnco" tcvwucp"vgtfgmcv."mgowfkcp"vcmuktncj"jcukn" rgpiwtcpicp":27"⁄"9360 " :22"⁄"922"?"322 " Lcfk."vcmuktcp"fctk"rgplwoncjcp":27"⁄"936" cfcncj"3220 :27" :22 936" 922
  • 54. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 67 NcvkjcpNcvkjcp C{q"mgtlcmcp"uqcn/uqcn"dgtkmwv"kpk0 30" Dwncvmcpncj" dkncpicp" dgtkmwv" mg" fcnco" tcvwucp" vgtfgmcv." mgowfkcp" vcmuktncj< " c+" 697"-"5;:"≈"”0" f+" ;45"-":39"≈"”0 " d+" 947"/"749"≈"”0" g+" 3072;"/"9:8"≈"”0 " e+" 72:"/"59:"≈"”0 40" Dwncvmcpncj"dkncpicp"dgtkmwv"mg"fcnco"tkdwcp"vgtfgmcv."mgowfkcp"vcmuktncj< " c+" 5048:"-"60837"≈"”0" f+" :0789"/"60987"≈"”0 " d+" 809:3"-"70::;"≈"”0" g+" ;0335"/"709:8"≈"”0 " e+" 90376"-"30546"≈"”0 50" Vcmuktncj"jcukn"qrgtcuk"jkvwpi"dgtkmwv"fgpicp"ogncmwmcp"rgodwncvcp"mgfcnco" tcvwucp"vgtfgmcv0 " c+" 735"-"576"-"326"≈"”0" f+" 30465"/"587"/"98;"≈"”0 " d+" 964"-"823"/"4:9"≈"”0" g+" 403:8"/";24"-"59:"≈"”0 " e+" :39"-"7:3"/"4;;"≈"”0 60" Rcm"cmctkc"dgvgtpcm"kvkm"fcp"c{co0"Dcp{cm"c{cop{c"cfcncj"45;."ugfcpimcp" dcp{cm"kvkmp{c"cmctkc"7890"Vcmuktncj"dcp{cm"vgtpcm"oknkm"Rcm"cmctkc"fcnco" tcvwucp0 70" Fcnco"uwcvw"rgtvcpfkpicp"ugrcm"dqnc"fkjcfktk"qngj"fwc"mwdw"rgpqpvqp0" Mwdw"rgtvcoc"cfc"5078:"qtcpi."ugfcpimcp"mwdw"mgfwc"cfc"4034;"qtcpi0" Vcmuktncj"lwoncj"rgpqpvqp"vgtugdwv"fcnco"tkdwcp0 Rgtocucncjcp"{cpi"Ognkdcvmcp"Wcpi Fcnco"mgjkfwrcp"ugjctk/jctk."wcpi"fkiwpcmcp"wpvwm"dgtdcick"mgrgtnwcp0" Okucnp{c."wpvwm"ogodc{ct"dkc{c"ugmqncjow."ogodgnk"rgtngpimcrcp"ugmqncj." fcp"ugdcickp{c0"Qngj"mctgpc"kvw."c{q"mkvc"dgnclct"vgpvcpi"wcpi0 30" Ogpigpcn"Wcpi"Ucorck"Tcvwu"Tkdwcp c0" Ucvwcp"Pknck"Wcpi Wcpi/wcpi"fk"dcycj"kpk"ogtwrcmcp"ucvwcp"wcpi"{cpi"dgtgfct"fk"ocu{ctcmcv0" Dkcucp{c"wcpi"kpk"fkdwcv"fcnco"dgpvwm"wcpi"nqico"cvcw"wcpi"mgtvcu0 I0 Nkoc"Rwnwj"Twrkcj Ugtcvwu"Twrkcj Fwc"Tcvwu"Twrkcj Nkoc"Tcvwu"Twrkcj
  • 55. Rkpvct"Dgtocvgocvkmc"wpvwm"UF1OK"Mgncu"668 d0" Jwdwpicp"Cpvctucvwcp"Pknck"Wcpi C{q"rgtjcvkmcp"eqpvqj"jwdwpicp"cpvctucvwcp"pknck"wcpi"dgtkmwv"kpk# ? - " 322"twrkcj" ?" 72"twrkcj" -" 72"twrkcj " " ?"" *4" "72+"twrkcj " Ugtcvwu"twrkcj"ugpknck"fgpicp"fwc"wcpi"nkoc"rwnwj"twrkcjcp0 40 ? - Ugtkdw"Twrkcj Nkoc"Tkdw"Twrkcj Nkoc"Rwnwj"Tkdw"Twrkcj "Ugtcvwu"Tkdw"Twrkcj Ugrwnwj"Tkdw"Twrkcj "Fwc"Rwnwj"Tkdw"Twrkcj " 30222"twrkcj" ?" 722"twrkcj" -" 722"twrkcj" " " " " " ?"*4" "722+"twrkcj " Ugtkdw"twrkcj"ugpknck"fgpicp"fwc"wcpi"nkoc"tcvwu"twrkcjcp0
  • 56. Dcd"3"/"Ukhcv"Qrgtcuk"Jkvwpi"Dkncpicp 69 Fcrcvmcj" mcow" ogpgpvwmcp" jwdwpicp" wcpi" ugtkdwcp" fgpicp" wcpi" ugtcvwucpA"Eqdcncj"mgtlcmcp"dgtucoc"vgocpow0 50 ? - " 420222"twrkcj" ?" 320222"twrkcj" -" 320222"twrkcj" " " " " " ?"*4" "320222+ Fwc"rwnwj"tkdw"twrkcj"ugpknck"fgpicp"fwc"wcpi"ugrwnwj"tkdw"twrkcjcp0" Fcrcvmcj"mcow"ogpgpvwmcp"jwdwpicp"wcpi"fwc"rwnwj"tkdw"twrkcjcp"fgpicp" wcpi"nkoc"tkdw"twrkcjcpA"Eqdcncj"mgtlcmcp"dgtucoc"vgocpow0 NcvkjcpNcvkjcp C{q"mgtlcmcp"uqcn/uqcn"dgtkmwv"kpk0 30" 7222"twrkcj"?"*”" "422+"twrkcj 40" 420222"twrkcj"?"*”" "3222+"twrkcj 50"" 30222"twrkcj"?"*"”" "72+"twrkcj 60" 420222"twrkcj"-"420222"twrkcj"-"320222"twrkcj"?"”"twrkcj 70" 420222"twrkcj"-"420222"twrkcj"-"420222"twrkcj"-"420222"twrkcj"-"420222" twrkcj"?"*7" "420222+"twrkcj"?"”"twrkcj" 40" Ectc"Ogpwnkumcp"Wcpi"Twrkcj Dcickocpcmcj"ectc"ogpwnkumcp"wcpi"fgpicp"cvwtcp"dcmwA"Rgtjcvkmcpncj" eqpvqj"ectc"ogpwnkumcp"wcpi"dgtkmwv"kpk# Ugtcvwu"twrkcj"fkvwnku" Tr322.22 Ugtkdw"fwc"tcvwu"twrkcj"fkvwnku" Tr30422.22 Fwc"rwnwj"tkdw"twrkcj"fkvwnku" Tr420222.22 ß" Ugdgnwo"ogpwnkumcp"pknck"wcpi."vwnkuncj"jwtwh"Tr"ngdkj"fcjwnw0 ß" Mgowfkcp."vwnkumcp"cpimc"pknck"wcpi"vcprc"cfc"urcuk"fgpicp"jwtwh"Tr0 ß" Ugncplwvp{c."vwnkumcp"mqoc"{cpi"fkkmwvk"fgpicp"fwc"cpimc"pqn"ugdcick" vcodcjcp"fk"dgncmcpi"pknck"wcpi"*".22+0 Mcow"Rgtnw"Vcjw