SlideShare a Scribd company logo
1 of 1
Download to read offline
b
b TOntlVA(trch ponyotetAtAn,)crrr PCrtaOlct th mrlgclL bc,yrVut:
ci. Ix + 3 i : !
b ix-q1-r
L. lzlrytrg
J t 3, -q I -5
2 ctLr crb c,tt
c (xts) ,=S'
(X?l6x ycl--Tl
x2 Lby-ic:o
(x+<,)(x-z) : t)
X,: -O ctfciui l: I
(r-.r)1;J)
(v)-8xi-l6re9
X'- d, --53 =
c
(r:rr)(x+3); o
Yi:11 cttCtr,t xL:-3
c.(zrrO)"=crr
Lix? r 37*Yt{i -Or
"txz)32>-ll=a
(z* -r ) I r x r 11)
xt; I ClfclLl x1
1-
d ( g'-v)':5'
: i Q x1 - zv x F It, -, zi
i$xt --Lq* -c1 -s
( lr ir ) ( jx -cj )
vr--l- ri rct Ll Yr:_2:3
39
La
: -t-7
Z

More Related Content

What's hot

Img 20161203 0003
Img 20161203 0003Img 20161203 0003
Img 20161203 0003fahmihid
 
aplikasi persamaan diferensial
aplikasi persamaan diferensialaplikasi persamaan diferensial
aplikasi persamaan diferensialniaagustinapolman
 
Đề thi Tuyển sinh Môn Toán Vào 10 Hải Phòng 2015
Đề thi Tuyển sinh Môn Toán Vào 10 Hải Phòng 2015Đề thi Tuyển sinh Môn Toán Vào 10 Hải Phòng 2015
Đề thi Tuyển sinh Môn Toán Vào 10 Hải Phòng 2015tieuhocvn .info
 
Img 20161127 0004
Img 20161127 0004Img 20161127 0004
Img 20161127 0004fahmihid
 
Mtk erlin bab 1
Mtk erlin bab 1Mtk erlin bab 1
Mtk erlin bab 1Zinoa
 
Img 20161127 0002
Img 20161127 0002Img 20161127 0002
Img 20161127 0002fahmihid
 

What's hot (13)

Img 20161203 0003
Img 20161203 0003Img 20161203 0003
Img 20161203 0003
 
Jpg2pdf
Jpg2pdfJpg2pdf
Jpg2pdf
 
aplikasi persamaan diferensial
aplikasi persamaan diferensialaplikasi persamaan diferensial
aplikasi persamaan diferensial
 
Img 0001
Img 0001Img 0001
Img 0001
 
persamaan diferensial
persamaan diferensialpersamaan diferensial
persamaan diferensial
 
Đề thi Tuyển sinh Môn Toán Vào 10 Hải Phòng 2015
Đề thi Tuyển sinh Môn Toán Vào 10 Hải Phòng 2015Đề thi Tuyển sinh Môn Toán Vào 10 Hải Phòng 2015
Đề thi Tuyển sinh Môn Toán Vào 10 Hải Phòng 2015
 
Img 20161127 0004
Img 20161127 0004Img 20161127 0004
Img 20161127 0004
 
02
0202
02
 
Mtk erlin bab 1
Mtk erlin bab 1Mtk erlin bab 1
Mtk erlin bab 1
 
BAB 4 VEKTOR
BAB 4 VEKTORBAB 4 VEKTOR
BAB 4 VEKTOR
 
Img 20161127 0002
Img 20161127 0002Img 20161127 0002
Img 20161127 0002
 
Img 0001
Img 0001Img 0001
Img 0001
 
COMPUTER PG DIPLOMA
COMPUTER  PG DIPLOMACOMPUTER  PG DIPLOMA
COMPUTER PG DIPLOMA
 

Viewers also liked

Img 20161226 0006
Img 20161226 0006Img 20161226 0006
Img 20161226 0006fahmihid
 
Img 20161226 0005
Img 20161226 0005Img 20161226 0005
Img 20161226 0005fahmihid
 
Img 20161203 0005
Img 20161203 0005Img 20161203 0005
Img 20161203 0005fahmihid
 
Img 20161203 0003
Img 20161203 0003Img 20161203 0003
Img 20161203 0003fahmihid
 
Img 20161203 0005
Img 20161203 0005Img 20161203 0005
Img 20161203 0005fahmihid
 
Img 20161203 0001
Img 20161203 0001Img 20161203 0001
Img 20161203 0001fahmihid
 
Img 20161203 0007
Img 20161203 0007Img 20161203 0007
Img 20161203 0007fahmihid
 
Img 20161203 0004
Img 20161203 0004Img 20161203 0004
Img 20161203 0004fahmihid
 
Img 20161203 0004
Img 20161203 0004Img 20161203 0004
Img 20161203 0004fahmihid
 
Img 20161202 0001
Img 20161202 0001Img 20161202 0001
Img 20161202 0001fahmihid
 
Img 20161203 0003
Img 20161203 0003Img 20161203 0003
Img 20161203 0003fahmihid
 
Img 20161226 0001
Img 20161226 0001Img 20161226 0001
Img 20161226 0001fahmihid
 
Img 20161202 0004
Img 20161202 0004Img 20161202 0004
Img 20161202 0004fahmihid
 
Img 20161203 0006
Img 20161203 0006Img 20161203 0006
Img 20161203 0006fahmihid
 
Img 20161226 0004
Img 20161226 0004Img 20161226 0004
Img 20161226 0004fahmihid
 
Img 20161203 0002
Img 20161203 0002Img 20161203 0002
Img 20161203 0002fahmihid
 
Img 20161203 0002
Img 20161203 0002Img 20161203 0002
Img 20161203 0002fahmihid
 
Img 20161203 0003
Img 20161203 0003Img 20161203 0003
Img 20161203 0003fahmihid
 
Img 20161203 0008
Img 20161203 0008Img 20161203 0008
Img 20161203 0008fahmihid
 

Viewers also liked (19)

Img 20161226 0006
Img 20161226 0006Img 20161226 0006
Img 20161226 0006
 
Img 20161226 0005
Img 20161226 0005Img 20161226 0005
Img 20161226 0005
 
Img 20161203 0005
Img 20161203 0005Img 20161203 0005
Img 20161203 0005
 
Img 20161203 0003
Img 20161203 0003Img 20161203 0003
Img 20161203 0003
 
Img 20161203 0005
Img 20161203 0005Img 20161203 0005
Img 20161203 0005
 
Img 20161203 0001
Img 20161203 0001Img 20161203 0001
Img 20161203 0001
 
Img 20161203 0007
Img 20161203 0007Img 20161203 0007
Img 20161203 0007
 
Img 20161203 0004
Img 20161203 0004Img 20161203 0004
Img 20161203 0004
 
Img 20161203 0004
Img 20161203 0004Img 20161203 0004
Img 20161203 0004
 
Img 20161202 0001
Img 20161202 0001Img 20161202 0001
Img 20161202 0001
 
Img 20161203 0003
Img 20161203 0003Img 20161203 0003
Img 20161203 0003
 
Img 20161226 0001
Img 20161226 0001Img 20161226 0001
Img 20161226 0001
 
Img 20161202 0004
Img 20161202 0004Img 20161202 0004
Img 20161202 0004
 
Img 20161203 0006
Img 20161203 0006Img 20161203 0006
Img 20161203 0006
 
Img 20161226 0004
Img 20161226 0004Img 20161226 0004
Img 20161226 0004
 
Img 20161203 0002
Img 20161203 0002Img 20161203 0002
Img 20161203 0002
 
Img 20161203 0002
Img 20161203 0002Img 20161203 0002
Img 20161203 0002
 
Img 20161203 0003
Img 20161203 0003Img 20161203 0003
Img 20161203 0003
 
Img 20161203 0008
Img 20161203 0008Img 20161203 0008
Img 20161203 0008
 

Img 20161203 0005

  • 1. b b TOntlVA(trch ponyotetAtAn,)crrr PCrtaOlct th mrlgclL bc,yrVut: ci. Ix + 3 i : ! b ix-q1-r L. lzlrytrg J t 3, -q I -5 2 ctLr crb c,tt c (xts) ,=S' (X?l6x ycl--Tl x2 Lby-ic:o (x+<,)(x-z) : t) X,: -O ctfciui l: I (r-.r)1;J) (v)-8xi-l6re9 X'- d, --53 = c (r:rr)(x+3); o Yi:11 cttCtr,t xL:-3 c.(zrrO)"=crr Lix? r 37*Yt{i -Or "txz)32>-ll=a (z* -r ) I r x r 11) xt; I ClfclLl x1 1- d ( g'-v)':5' : i Q x1 - zv x F It, -, zi i$xt --Lq* -c1 -s ( lr ir ) ( jx -cj ) vr--l- ri rct Ll Yr:_2:3 39 La : -t-7 Z