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The vector sum of three vectors vecA,...

The vector sum of three vectors` vecA, vecB` and `vecC` is zero . If `hati` and `hatj` are the unit vectores in the vectors in the directions of `vecA` and `vecB` respectively , them :

A

`vecC` is in the plane of `hati` of `hatj`

B

`vecC` is along `hati xx hatj`

C

`vecC` is along `hati`

D

`vecC` is along`hatj`

Text Solution

Verified by Experts

The correct Answer is:
A

`vecA + vecB + vecC=0`
`hati` is unit vector in direction of `vecA` and `hatj` is unit vectors in direction of `vecB` if `vecA + vecB + vecC =0` then `vecC` is in the plane of `hati` and `hatj`
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