Minimum number of coplanar vectors of equal magnitude whose vector sum could be zero, is :

Minimum number of coplanar vectors of equal magnitude whose vector sum could be zero, is :

  1. A

    2

  2. B

    3

  3. C

    4

  4. D

    6

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    Solution:

    If the two vectors having equal magnitude but opposite directions (or, angle between them being 180o), are added then the resultant vector will be zero vector.

    So, we require at least two vectors with equal magnitude whose vector sum will be zero.

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