9th Maths 2 Practice Set 1.2 Lecture 2 Basic Concepts in Geometry Chapter 1| Std 9th | Maths - 2

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This Video explains Practice Set 1.2 Class 9 of Chapter 1 Basic Concepts in Geometry of Standard 9 for Geometry Maharashtra State Board.

#Std9 #Maharashtra #Geometry #Class9

Following questions of Maharashtra State Board Practice Set 1.2 Class 9 of Chapter 1 Basic Concepts in Geometry of Standard 9 for Geometry have been explained in the video:

Question 5.
Write the answers to the following questions with reference to the figure given below:

i. Write the name of the opposite ray of ray RP
ii. Write the intersection set of ray PQ and ray RP.
iii. Write the union set of seg PQ and seg QR.
iv. State the rays of which seg QR is a subset.
v. Write the pair of opposite rays with common end point R.
vi. Write any two rays with common end point S.
vii. Write the intersection set of ray SP and ray ST.

Question 6.
Answer the questions with the help of figure given below.

i. State the points which are equidistant from point B.
ii. Write a pair of points equidistant from point
iii. Find d(U,V), d(P,C), d(V,B), d(U, L).
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28:00 - Q.6 ke 3rd question me distance (U, L) poocha hai. I have taken the coordinates of U and L in the first two steps but there is a typo error in the next step. I have written d (P, C) instead of d (U, L). Answer sahi aayega because coordinates maine U and L ke hi liye hai. Change d(P, C) to d (U, L). Baaki sab sahi hai.

YogeshSirsBackbenchers
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rakeshparmar
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atharvatiwari
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Sir mene Q.6. ka 3 wala khud se kiya Thank you for teaching us😊😊

BUNNY_
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youtuber_
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Thanks you sir 1.2 1, 2leacher very useful and tomarrow my exam and my all dauts clear again

killersd
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vinayakkshirsagar
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I understand all concepts .
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ishwaritodmal
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Sir app bohot accha sekhate ho thank you🙏

MadaraGaming
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Question 5 iv)Seg QR is a subset of ray RQ, ray SQ, ray TQ..

gauri__
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kamleshtank
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Aap ka explanation ek no

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MSTRPLAYZ
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ShivamSharma-chpg
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Sir thank you for teaching us sir hamara geometry sir 1 question karwate hai orr practice set home work de dete hai

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