A vector is represented by 3i+4j+5k ,then its length along XY plane is

Magnitude of the Vector v = -2i + 3j + 4k

Find the angle between force F=( 3i +4j -5k) unit and displacement d = (5i + 4j + 3k) unit. Also fin

Let a=2i+3j+4k and b=3i+4j+5k. Find the angle between them.

The angle between the two vectors A = 3i + 4j + 5k and b = 3i + 4j - 5k will be --..................

1. Find the magnitude the vector A + B where A = 3i - 4j + k and B = i + 2j - 5k

Find the unit vector along the vector 3i + 4j - 5k

Find the angle between force vector F = ( 3i + 4j +-5k ) and displacement vector d = ( 5i + 4j + 3k

Numerical value of the vector 3i+4j+5k | vector |

Find the scalar and vector products of two vectors, a = (3i-4j+5k) and b=(-2i+j‐3k)

What will be the angle between two vectors A=3i+4j+5k and B= 3i+4j-5k

AIPMT 1994:The angle between the two vectors A=3i ˆ+4j ˆ+5k ˆ and B=3i ˆ+4j ˆ-5k ˆ will be

How to find the Angle between Vectors

The angle between two vectors A=3i+4j+5k and B=3i+4j-5k will| vectors|Class11physics|malayalam|NEET

2. Find the cross product of A=-2i+3j-4k and B = 3i-4j+5k. Class XI Physics; #Crossproduct

#04 Solution for Problem of Vectors

Find the projection of vector F on vector d. If force F = 3i+4j-5k and displacement d = 5i+4j+3k .

If vectors A and B are 3i-4j+5k and 2i + 3j - 41 respectively find the unit vector parallel to A + B

If Vector A = 2i+4j-5k the direction of cosines of the vector A are

The angle between the two vectors A=3 i+4 j+5 k and B=3 i+4 j-5 k will be (a) 90 (b) 180 (c) zero