A container of mass $M$ containing liquid of mass $m_0$ is kept on weighing machine. A ball of mass $m$ is released from rest from given position. Then choose correct option just after ball is released
AReading of weighing machine must be equal to $(M + m + m_0)g$
BReading of weighing machine $> (M + m + m_0)g$ only if density of ball $<$ density of liquid
CReading of weighing machine $> (M + m + m_0) g$ if density of ball $ \ne $ density of liquid
DReading of weighing machine $< (M + m + m_0)g$ if density of ball $ \ne $ density of liquid
Medium
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DReading of weighing machine $< (M + m + m_0)g$ if density of ball $ \ne $ density of liquid
d $\mathrm{d}_{\mathrm{liquid}}>\mathrm{d}_{\mathrm{ball}}$
or $\mathrm{d}_{\mathrm{ball}}>\mathrm{d}_{\text {liquid }}$
$\mathrm{cm}$ will move downward.
$Normal < weight$
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