Q.

Minimum No. of Non-coplanar vector whose resultant is zero is

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a

2

b

1

c

3

d

4

answer is D.

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Detailed Solution

As they are non-coplanar, the resultant of any three vectors will not lie in the plane containing any two vectors.

The fourth vector must be in the opposite direction of the resultant of three vectors.

So, there should be minimum of 4 non-coplanar vectors to have resultant as zero.

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