Physics, asked by CapBlissSaigi9791, 11 months ago

A solid of R.D. 4.2 is found to weigh 0.200 kgf in air. Find its apparent weight in water

Answers

Answered by Anonymous
26

\huge\underline\orange{\mathcal Answer}

\large\blue{\boxed{\mathcal Apparent\:Weight\:Of\:Water(x) = 0.153}}

\huge\underline\orange{\mathcal Solution :-}

Given :-

Relative density (RD) = 4.2

Weight in air = 0.200kgf

Weight in water = x

\large{\boxed{\mathcal RD={\frac{Weight\:In\:Air}{Weight\:In\:Air-Weight\:In\:Water}}}}

\large{\mathcal 4.2={\frac{0.200}{0.200-x}}}

\large{\mathcal 0.84-4.2x=0.200}

\large{\mathcal 0.84-0.200=4.2x}

\large{\mathcal 0.640=4.2x}

\large{\mathcal x={\frac{0.640}{4.2}}}

\huge{\boxed{\mathcal x = 0.153kgf}}

Hence, Apparent weight in water is 0.153 kgf

\huge\orange{\mathcal Hope\:It\:Helps!!!}

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