Submit Search
Upload
CL-IX MTG CH-1 PART-4.pptx
•
Download as PPTX, PDF
•
0 likes
•
5 views
BirendraAcharya1
Follow
LINES AND ANGLES IN GEOMETRY OF CLASS-IX
Read less
Read more
Education
Report
Share
Report
Share
1 of 14
Download now
Recommended
PARTICIPATION ON ONLINE TRAINING & OTHER COMPETITION.pdf
PARTICIPATION ON ONLINE TRAINING & OTHER COMPETITION.pdf
BirendraAcharya1
Monitoring_NAS-2021..pdf
Monitoring_NAS-2021..pdf
BirendraAcharya1
X ENGLISH NAS 3.pdf
X ENGLISH NAS 3.pdf
BirendraAcharya1
CLASS-IX GEOMETRY SOME QUESTION AND SOLUTION.pptx
CLASS-IX GEOMETRY SOME QUESTION AND SOLUTION.pptx
BirendraAcharya1
CLASS-IX GEOMETRY (AREA CONCEPT & THEOREM-36).pptx
CLASS-IX GEOMETRY (AREA CONCEPT & THEOREM-36).pptx
BirendraAcharya1
ATOMS & MOLECULES PART-3 OF CLASS-IX.pdf
ATOMS & MOLECULES PART-3 OF CLASS-IX.pdf
BirendraAcharya1
ATOMS & MOLECULES PART-2
ATOMS & MOLECULES PART-2
BirendraAcharya1
CLASS-IX SCP (ATOM & MOLECULES, PART-1).pptx
CLASS-IX SCP (ATOM & MOLECULES, PART-1).pptx
BirendraAcharya1
Recommended
PARTICIPATION ON ONLINE TRAINING & OTHER COMPETITION.pdf
PARTICIPATION ON ONLINE TRAINING & OTHER COMPETITION.pdf
BirendraAcharya1
Monitoring_NAS-2021..pdf
Monitoring_NAS-2021..pdf
BirendraAcharya1
X ENGLISH NAS 3.pdf
X ENGLISH NAS 3.pdf
BirendraAcharya1
CLASS-IX GEOMETRY SOME QUESTION AND SOLUTION.pptx
CLASS-IX GEOMETRY SOME QUESTION AND SOLUTION.pptx
BirendraAcharya1
CLASS-IX GEOMETRY (AREA CONCEPT & THEOREM-36).pptx
CLASS-IX GEOMETRY (AREA CONCEPT & THEOREM-36).pptx
BirendraAcharya1
ATOMS & MOLECULES PART-3 OF CLASS-IX.pdf
ATOMS & MOLECULES PART-3 OF CLASS-IX.pdf
BirendraAcharya1
ATOMS & MOLECULES PART-2
ATOMS & MOLECULES PART-2
BirendraAcharya1
CLASS-IX SCP (ATOM & MOLECULES, PART-1).pptx
CLASS-IX SCP (ATOM & MOLECULES, PART-1).pptx
BirendraAcharya1
CL-IX MTG CH-1 PART-5.pptx
CL-IX MTG CH-1 PART-5.pptx
BirendraAcharya1
CL-IX MTG CH-1 PART-3.pptx
CL-IX MTG CH-1 PART-3.pptx
BirendraAcharya1
CL-IX MTG CH-1 PART-2.pptx
CL-IX MTG CH-1 PART-2.pptx
BirendraAcharya1
CL-IX MTG CH-1 PART-1.pdf
CL-IX MTG CH-1 PART-1.pdf
BirendraAcharya1
CL-X MTG CH-5 PART-2.pdf
CL-X MTG CH-5 PART-2.pdf
BirendraAcharya1
CL-X MTG CH-5 PART-1.pdf
CL-X MTG CH-5 PART-1.pdf
BirendraAcharya1
CL-X MTA CH-4 PART-3.pdf
CL-X MTA CH-4 PART-3.pdf
BirendraAcharya1
CL-X MTA CH-4 PART-2.pdf
CL-X MTA CH-4 PART-2.pdf
BirendraAcharya1
CL-X MTA CH-4 PART-1.pdf
CL-X MTA CH-4 PART-1.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 1.pdf
CL-X MTG CH-1 PART 1.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 3.pdf
CL-X MTG CH-1 PART 3.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 4.pdf
CL-X MTG CH-1 PART 4.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 2.pdf
CL-X MTG CH-1 PART 2.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 6.pdf
CL-X MTG CH-1 PART 6.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 5.pdf
CL-X MTG CH-1 PART 5.pdf
BirendraAcharya1
sustainable development.pptx
sustainable development.pptx
BirendraAcharya1
SCIENCE SEMINAR ON PERIODIC TABLE
SCIENCE SEMINAR ON PERIODIC TABLE
BirendraAcharya1
Quardritic equation of class 10 th
Quardritic equation of class 10 th
BirendraAcharya1
5E-MODEL LESSON PLAN ON PROBABILITY
5E-MODEL LESSON PLAN ON PROBABILITY
BirendraAcharya1
5 e model lesson plan by birendra kumar acharya
5 e model lesson plan by birendra kumar acharya
BirendraAcharya1
More Related Content
More from BirendraAcharya1
CL-IX MTG CH-1 PART-5.pptx
CL-IX MTG CH-1 PART-5.pptx
BirendraAcharya1
CL-IX MTG CH-1 PART-3.pptx
CL-IX MTG CH-1 PART-3.pptx
BirendraAcharya1
CL-IX MTG CH-1 PART-2.pptx
CL-IX MTG CH-1 PART-2.pptx
BirendraAcharya1
CL-IX MTG CH-1 PART-1.pdf
CL-IX MTG CH-1 PART-1.pdf
BirendraAcharya1
CL-X MTG CH-5 PART-2.pdf
CL-X MTG CH-5 PART-2.pdf
BirendraAcharya1
CL-X MTG CH-5 PART-1.pdf
CL-X MTG CH-5 PART-1.pdf
BirendraAcharya1
CL-X MTA CH-4 PART-3.pdf
CL-X MTA CH-4 PART-3.pdf
BirendraAcharya1
CL-X MTA CH-4 PART-2.pdf
CL-X MTA CH-4 PART-2.pdf
BirendraAcharya1
CL-X MTA CH-4 PART-1.pdf
CL-X MTA CH-4 PART-1.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 1.pdf
CL-X MTG CH-1 PART 1.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 3.pdf
CL-X MTG CH-1 PART 3.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 4.pdf
CL-X MTG CH-1 PART 4.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 2.pdf
CL-X MTG CH-1 PART 2.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 6.pdf
CL-X MTG CH-1 PART 6.pdf
BirendraAcharya1
CL-X MTG CH-1 PART 5.pdf
CL-X MTG CH-1 PART 5.pdf
BirendraAcharya1
sustainable development.pptx
sustainable development.pptx
BirendraAcharya1
SCIENCE SEMINAR ON PERIODIC TABLE
SCIENCE SEMINAR ON PERIODIC TABLE
BirendraAcharya1
Quardritic equation of class 10 th
Quardritic equation of class 10 th
BirendraAcharya1
5E-MODEL LESSON PLAN ON PROBABILITY
5E-MODEL LESSON PLAN ON PROBABILITY
BirendraAcharya1
5 e model lesson plan by birendra kumar acharya
5 e model lesson plan by birendra kumar acharya
BirendraAcharya1
More from BirendraAcharya1
(20)
CL-IX MTG CH-1 PART-5.pptx
CL-IX MTG CH-1 PART-5.pptx
CL-IX MTG CH-1 PART-3.pptx
CL-IX MTG CH-1 PART-3.pptx
CL-IX MTG CH-1 PART-2.pptx
CL-IX MTG CH-1 PART-2.pptx
CL-IX MTG CH-1 PART-1.pdf
CL-IX MTG CH-1 PART-1.pdf
CL-X MTG CH-5 PART-2.pdf
CL-X MTG CH-5 PART-2.pdf
CL-X MTG CH-5 PART-1.pdf
CL-X MTG CH-5 PART-1.pdf
CL-X MTA CH-4 PART-3.pdf
CL-X MTA CH-4 PART-3.pdf
CL-X MTA CH-4 PART-2.pdf
CL-X MTA CH-4 PART-2.pdf
CL-X MTA CH-4 PART-1.pdf
CL-X MTA CH-4 PART-1.pdf
CL-X MTG CH-1 PART 1.pdf
CL-X MTG CH-1 PART 1.pdf
CL-X MTG CH-1 PART 3.pdf
CL-X MTG CH-1 PART 3.pdf
CL-X MTG CH-1 PART 4.pdf
CL-X MTG CH-1 PART 4.pdf
CL-X MTG CH-1 PART 2.pdf
CL-X MTG CH-1 PART 2.pdf
CL-X MTG CH-1 PART 6.pdf
CL-X MTG CH-1 PART 6.pdf
CL-X MTG CH-1 PART 5.pdf
CL-X MTG CH-1 PART 5.pdf
sustainable development.pptx
sustainable development.pptx
SCIENCE SEMINAR ON PERIODIC TABLE
SCIENCE SEMINAR ON PERIODIC TABLE
Quardritic equation of class 10 th
Quardritic equation of class 10 th
5E-MODEL LESSON PLAN ON PROBABILITY
5E-MODEL LESSON PLAN ON PROBABILITY
5 e model lesson plan by birendra kumar acharya
5 e model lesson plan by birendra kumar acharya
CL-IX MTG CH-1 PART-4.pptx
1.
2.
ପରିପୂରକ ଉପପାଦ୍ୟ • ଗ
ାଟିଏ ରଶ୍ିିର ଶୀର୍ଷବିନ୍ଦୁ ଅନ୍ୟ ଗରଖାଗର ଅବସ୍ଥିତ ଗେଗେ ଗେଉ ଁଦ୍ୁଇଟି ସନ୍ନିେିତ ଗକାଣ ଉତ୍ପନ୍ନ େୁଅନ୍ତି ଗସମାଗନ୍ ପରସ୍ପର ପରିପୂରକ, ଅର୍ଷାତ ଗସମାନ୍ଙ୍କର ପରିମାଣର ସମଷ୍ଟି 180° । D B C A
3.
• ବିପରୀତ କ୍ରଗମ
ଦ୍ୁଇଟି ସନ୍ନିେିତ ଗକାଣ ପରସ୍ପର ପରିପୂରକ ଗେଗେ ,ଗସମାଙ୍କ ବେିସ୍ଥ ବାେୁ ଦ୍ୱୟ ପରସ୍ପର ବିପରୀତ ରଶ୍ିି ଅଟନ୍ତି । D B C A
4.
ଉପପାଦ୍ୟ – ୨ ଦ୍ୁଇଟି
ସରଳରରଖା ପରସ୍ପରକୁ ରେଦ୍ କରେ ଉତ୍ପନ୍ନ ରେଉଥିବା ପ୍ରତୀପ ରକାଣ ମାନଙ୍କର ପରିମାଣ ସମାନ । ଦ୍ତ୍ତ: AB ଓ CD ପରସ୍ପରକୁ O ବିନ୍ଦୁଗର ଗେଦ୍ କରନ୍ତି
5.
D C B O A ପ୍ରାମାଣ୍ୟ :- m∠AOD=
m∠BOC , m∠AOC= m∠BOD
6.
Q. ଗ ାଟିଏ
ଗକାଣର ପରିମାଣ ତାୋର ଅନ୍ୁପୂରକ ଗକାଣର ପରିମାଣର ଏକପଞ୍ଚମାାଂଶ ଗେଗେ, ଗକାଣଟିର ପରିମାଣ ନ୍ିର୍ଣ୍ଷୟ କର
7.
Q. ଗ ାଟିଏ
ଗକାଣର ପରିମାଣ ତାୋର ପରିପୂରକ ଗକାଣର ପରିମାଣର ଦ୍ୁଇ ୁଣର ୁ 18° ଅଧିକ ଗେଗେ, ଗକାଣଟିର ପରିମାଣ ନ୍ିର୍ଣ୍ଷୟ କର
8.
Q. ଦ୍ୁଇଟି ସନ୍ନିେିତ
ପରିପୂରକ ଗକାଣର ପରିମାଣର ଅନ୍ୁପାତ 4∶5 ଗେଗେ, ଗକାଣଦ୍ୱୟର ପରିମାଣ ନ୍ିର୍ଣ୍ଷୟ କର
9.
● Q. ନିମ୍ନସ୍ଥ
ଚିତ୍ରରର x ର ମାନ ସ୍ଥିର କର M N O P Q 0 20 x 0 2 30 x 0 10 x
10.
● Q. ନ୍ିମ୍ନସ୍ଥ
ଚିତ୍ରରର AB ଓ CD ସରଳରରଖାରେୟ ପରସ୍ପରକୁ O ବିନ୍ଦୁରର ରେଦ୍ କରନ୍ତି । m∠COE = 90° ରେରେ x, y ଓ z ର ମାନ ସ୍ଥିର କର । A B C D O 2x° x° z° y° E
11.
Q. ପ୍ରମାଣ କରଗେ,
ଦ୍ୁଇଟି ପ୍ରତୀପ ଗକାଣର ସମଦ୍ୱିଖଣ୍ଡକ ଏକ ସରଳଗରଖା ଉପରିସ୍ଥ ଦ୍ୁଇଟି ବିପରୀତ ରଶ୍ିିଗେଗବ ।
12.
D C B O A E F ଦ୍ତ୍ତ: ∠AOC
ର ପ୍ରତୀପ ଗକାଣ ∠DOB OE , ∠AOC ର ସମଦ୍ିିଖଣ୍ଡକ ଓ O𝐹, ∠DOB ର ସମଦ୍ୱିଖଣ୍ଡକ ପ୍ରାମାଣୟ: 𝑚∠EOD + m∠DOF=180°
13.
F A B E O Q. ଚିତ୍ରଗର OE, ∠AO𝐵
ର ସମଦ୍ୱିଖଣ୍ଡକ ରଶ୍ିି । O𝐹 , OE ର ବିପରୀତ ରଶ୍ିି ଗେଗେ ଦ୍ଶଷାଅଗେ 𝑚∠BOF= 𝑚∠AO𝐹
14.
F A B E O ଦ୍ତ୍ତ: O𝐹 ,
OE ର ବିପରୀତ ରଶ୍ିି । 𝑚∠𝐵O𝐸= 𝑚∠AO𝐸 ପ୍ରାମାଣୟ: 𝑚∠BOF= 𝑚∠AO𝐹
Download now