Prove that a diagonal of a parallelogram divides it into two congruent triangles. | 9 | NCERT TH...
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- Опубликовано: 3 ноя 2024
- Prove that a diagonal of a parallelogram divides it into two congruent triangles.
Class: 9
Subject: MATHS
Chapter: NCERT THEOREMS
Board:CBSE
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😊😊😊😊😊😊
Can we do it by SAS criterion, if not why?
Can it be done with sss?
I have the same question
Did you get it correct
What the rules
Thank you so much sir............aaj mera dought clear ho geya😌😌😌
🎉
Nice sir 👍👍
Superrrrr
Gajab ❣️
Thanks
Nice sir but it is ASA rule sir not AAS
He did write it
Super
Incorrect sir please correct the answer
No sir you are incorrect because this is AAS not ASA so please correct the answer
Bro it's only ASA not AAS
@@Nikhil.3473 yes bhai bcoz There is a side stuck between two angles
Kis kis ke me asa questions diya h A diagonal of a parallelogram divides it in two congruent angles 😅❤😊
Bula
Kar
Exam
AA Rahi he
Bhai app pro hoo
Maja aya 😂
No sir u are wrong ...vo AAS congrency se hoga apne last mai ASA congrency kyu likha
Bhai annda han kya ASA HI TOH LEKH HAI
Faltu ka hate maat do
You are wrong any rule is not exist like AAS that is ASA this is right rule to prove this 🙄
@@Itz._.rahnuma AAS does exits in triangles chapter we studied
@@Itz._.rahnuma bro AAS = ASA they both are same you can write anything which you prefer but in this if you write ASA it suits better.