A body moving with a constant velocity will have

constant acceleration

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zero acceleration

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variable acceleration

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none of these

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Solution

The correct option is B zero acceleration
A body moving with constant velocity ,
$v = k (c o n s t a n t)$
Acceleration, $a = \frac{d v}{d t}$
$a = \frac{d (k)}{d t} = 0$
Zero acceleration.
The correct option is B.

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Similar questions

Mark the correct statement(s)
(1) If speed of a body is varying, its velocity must be varying and it must have non-zero acceleration.

(2) If velocity of a body is varying, its speed must be varying.

(3) A body moving with varying velocity may have constant speed.

(4) A body moving with varying speed may have constant velocity, if its direction of motion remains constant.

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