Consider two vectors $ \mathbf{A} $ and $ \mathbf{B} $ represented in a diagram such that vector $ \mathbf{B} $ is shifted parallel to itself until its tail coincides with the tail of vector \(

Question

Consider two vectors $ \mathbf{A} $ and $ \mathbf{B} $ represented in a diagram such that vector $ \mathbf{B} $ is shifted parallel to itself until its tail coincides with the tail of vector $ \mathbf{A} $. If these vectors are declared equal, which of the following must be true about vectors $ \mathbf{A} $ and $ \mathbf{B} $?

Accepted Answer

They have the same magnitude and direction.

Answer

Their magnitudes are the same, but directions can differ.

Answer

They can have different magnitudes if the directions are the same.

Answer

They must be opposite in direction but equal in magnitude.

NEET Physics Vectors MCQ Question

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