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Physics-

General

Easy

Question

What is the relation between velocities of points A and B in the given figure.

$V_{A} - 2 V_{B} = 1; a_{A} - 2 a_{B} = 1$
$V_{A} - 2 V_{B} = 0; a_{A} - 2 a_{B} = 0$
$V_{A} + 1 V_{B} = 0; a_{A} + 1 a_{B} = 0$
$\vec{V_{A}} + 2 {\vec{V}}_{B} = 0; {\vec{a}}_{A} + 2 \vec{a_{B}} = 0$

The correct answer is: $stack V subscript A end subscript with rightwards arrow on top plus 2 stack V with rightwards arrow on top subscript B end subscript equals 0 semicolon stack a with rightwards arrow on top subscript A end subscript plus 2 stack a subscript B end subscript with rightwards arrow on top equals 0$

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