Question

Let $\vec{C} = \vec{A} + \vec{B}$
(a) $|\vec{C}|$ is \ always \ greater \ than $|\vec{A}|$
(b) It is possible to have $|\vec{C}| \ \textless \ |\vec{A}|\ and\ |\vec{C}| \ \textless \ |\vec{B}|$
(c) $\vec{C}$ is always equal to $\vec{A} +\vec{B}$
(d) $\vec{C}$ is never equal to $\vec{A} +\vec{B}$

Answer 1

hi friend

according to the given situation my answer is option (B)

hope it helps you

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