Відео

I am sangita I subscribe you sur😅😅😅😅

dherai change baisakey sch tw🥰

You are best bro

K vanxa k??😅

Hello sir well done sir class 8 ko lagi set 1 to 10 ko knowledge Pam na sir ma safal shrestha class 7 ko

Samribe मjenisha

Exercise 3 k solve

Mero mutu oshin shrestha❤❤

Sabai sano sano ko matrai sir tulo haru ko khai tw video 📷

Nice

Happy teej to all

Do alll

Sir vector rw transformation plss😭

My schooll my pride💙💙💙

Wow

Nice

Wow

great video sir

Can I join your online class

Hii

A (2,1) and B (4,4) are the endpoint of a line segment .find AB vector and|AB|vector

Thank you so much sir

Thank you for teaching 🙏🙏🙏😊

Thanks sir.

pdf note

Wow super class

If VECTOR(AB) represents a displacement of a point from A to B and VECTOR(BC) represents a displacement of the same point from B to C then the total displacement of VECTOR(AB) and VECTOR(BC) is the displacement from A to C. This is know as the triangle law of vector addition.

If 2 angles of a triangle are at same direction but another 3rd angle is at opposite direction and sum of 2 angles is equal to 3rd angle then it is called triangle law of vector addiction

Triangle law of vector addition states that when 2 vectors are represented as 2 sides of the triangle with the order of magnitude and direction is called triangle law of vector addition

If ab represents a displacement of a point from A toB and BC represents a displacement of the sam point from B to C ,then the total displacement of AB andBC is the displacement from A to C . It is denoted by AC. Thus,AB +BC=AC. this is known as the traingle law of vector addition

If AB represents a displacement of a point from A to B and BC represents a displacement of the same point from B to C then the total displacement of AB and BC is the displacement from A to C. This is know as the triangle law of vector addition. Or VICTOR(AB) +VICTOR(BC)=VICTOR(AC)

If VECTOR(AB) represents a displacement of a point from A to B and VECTOR(BC) represents a displacement of the same point from B to C then the total displacement of VECTOR(AB) and VECTOR(BC) is the displacement from A to C. This is know as the triangle law of vector addition.

the total displacement of AB and BC is the displacement from A to B is called triangle law of vector

VECTOR(AB)+VECTOR(BC) =VECTOR(AC)

If AB represents a displacement of a point from A to B and BC represents a displacement of the same point from B to C then the total displacement of AB and BC is the displacement from A to C. This is know as the triangle law of vector addition.

Correct

6(b)1√26 7(b)5√26

Correct

Correct

Correct

6b=2√26. 5√26

(1√26. 5√26)

6b 1/√26 5√26

m ans is 2 whole 1by 2

L ans is4 by 5

3 m 2 whole 1 upon 2

3 l ans 4 upon 5

3 Whole 1 by 3j ans sir

3 ko j ans 3 whole1upon 3

3 ko d ko 1 upon2