If a stone is released from a balloon rising | vedclass

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(C) $1$. At the instant the stone is released,it possesses the same velocity as the balloon due to inertia. Therefore,the velocity of the stone immedi

Vedclass · Accepted Answer

$g$ (downward),$v$ (upward)

Vedclass · Answer

(C) $1$. At the instant the stone is released,it possesses the same velocity as the balloon due to inertia. Therefore,the velocity of the stone immediately after release is $v$ (upward).$2$. Once the stone is released,it is no longer in contact with the balloon and is only under the influence of gravity. $3$. The only force acting on the stone is its weight,which acts vertically downward. $4$. According to Newton's second law,the acceleration of the stone is $F/m = mg/m = g$. $5$. Thus,the acceleration of the stone is $g$ (downward).

If a stone is released from a balloon rising with acceleration $a$ at the instant when its velocity is $v$,then immediately after release,the acceleration and velocity of the stone are

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