Understanding Quadrilaterals - 7 | NCERT Chapter 3 One-Shot Revision | Class 8th Maths | Vedantu.

preview_player
Показать описание
Understanding Quadrilaterals - 7 | NCERT Chapter 3 One-Shot Revision | Class 8th Maths | Vedantu | Aparana Tiwari.
Well in this video today we will be revising the topic Understanding Quadrilaterals, Chapter 3 - from Class 8th Maths NCERT book. Aparana Ma'am will be clearing the concept in a very interesting way so that you can solve the problem easily & score well. Dear class 8 Students hope you have understood the topic well i.e. Understanding Quadrilaterals. Let’s revise the chapter once to have more clarity on it.

#UnderstandingQuadrilaterals #Class8thMathsNCERT #Oneshotrevision #Class8Mathssolution #ncertforclass8 #Mathematics

Understanding Quadrilaterals - 7 | NCERT Chapter 3 One-Shot Revision | Class 8th Maths | Vedantu | Aparana Tiwari.
---------------------------------------------------------------------------------------
✅ Download Vedantu Free Learning App here:

➡️ Use Code “ATPRO” for Additional 15 % Discount

Enroll for Vedantu Pro Subscription and utilize the following benefits: -

➡️ Unlimited LIVE class with your favorite teachers.
➡️ Unlimited Doubt Solving in Live class.
➡️ Fun interactive learning with in-class quiz and leaderboard.
➡️ Get full access to structured long term courses.
➡️ Chapter-wise micro-course and Revision course before the exam.
➡️ One subscription, unlimited access to Live Class, Test Series & Assignments.
➡️ Make your own study plan and learn from the comfort of your home and device.

---------------------------------------------------------------------------------------
➡️ Subscribe to enter into the world of Vedantu Math Pirates - Class 8 and click Bell 🔔 Icon to get notification of new lectures.
---------------------------------------------------------------------------------------
Follow us on Social Media:
---------------------------------------------------------------------------------------

Understanding Quadrilaterals - 7 | NCERT Chapter 3 One-Shot Revision | Class 8th Maths | Vedantu | Aparana Tiwari.

Hope You Enjoy It And Don't Forget To Share With Your Friends.
👉Leave All Your Questions Down Below If You Have Something You Would Like Me To Answer!

Thank You So Much
Stay Safe At Home.
Рекомендации по теме
Комментарии
Автор

➡️ Use Code “ATPRO” for Additional 15 % Discount

mathpiratesgrade
Автор

Wow very nice mam plzz aap class 8 maths ke rivision videos aur bano

meenakshi
Автор

Captain I boomed every questions.... This session was From Kerala.

ayshasalam
Автор

Thanks mam I needed this a lot because tomorrow is my maths exam.😊😊

dharaapatel
Автор

Thanks mam I need this video because tommorow is my math exam. it help me a lot .

aryansingh
Автор

Thanks a lot mam for this amazing video 😍😍

nagendraprasad
Автор

Luv u captain.... You are my favorite teacher in the world....

ayshasalam
Автор

Legend me who have tomorrow exam paper nothing learn seeing the shot revision at 9 o'clock

ImmortalXplainer
Автор

Thanks mam after 1 hour my maths exam😢

Anikta_
Автор

Hello mam Lion king here chapter is boomed mam exercise also boomed you are the best teacher mam .
# OP I Love math Love you mam 💖💖💖💖💖💖💖💖❣ ❣ ❣ ❣ ❣ ❣ ❣

lionkingtharun
Автор

Yes mam it is true and possible because DN and BM are 90 degrees

madhavaparameshwari
Автор

Hi mam i am karunya
AD=BC
AN=MC
DNA=BMC
By SAS
BMC=DNA
Thus, BM=DN

AmazingSkills
Автор

You are the best master teacher at vedantu love u

raginidwivedi
Автор

Madam please say in English I do not know Hindi

ramapadmavati
Автор

BM = DN mam I hope that it is correct 😄🙋 very Lovely session

shrutiatalkar
Автор

Böõmëd 💥👊💥👊💥👊💥

BM=DN
angle N=AngleM( 90° Angle)
AD=BC( Opposite Angles of Rectangle are equal)
∆CMB=∆AND(Alternate Angles)

RiyaKumari-cdki
Автор

I boomed it ...👊🏻👊🏻⚡⚡❗❗❗❗
BM=DN...!!!

harikamittapalli
Автор

BM=DN is the answer of the challenge ....
Mam i hope my name would came on fingercrissed ... mam please kept my name is list .... please mam

akhileshagrawal
Автор

Mam sorry for not attending this class but I followed now.
The answer for the challenge is BM = DN (cpct)

aakruthifashions
Автор

AC - MC = AM ( common side )
AC - AN = NC (common side )
And AB = D C ( opposite sides are equal of a rectangle )
And according to the question DN = BN
So AM = NC
DN = BN
And AB = DC
Proofed that ∆AMB = ∆DNC

kshitizmaurya