MASS of body in vacuum. APPARENT weight of the body in air = Apparent weight of standard WEIGHTS in air \[\RIGHTARROW \] Actual weight ? upthrust due to displaced air       = Actual weight  ? upthrust due to displaced air            \[\Rightarrow \]\[{{M}_{0}}g-\left( \FRAC{{{M}_{0}}}{{{d}_{1}}} \right)\,dg=Mg-\left( \frac{M}{{{d}_{2}}} \right)\,dg\]                                     \[\Rightarrow {{M}_{0}}=\frac{M\left[ 1-\frac{d}{{{d}_{2}}} \right]}{\left[ 1-\frac{d}{{{d}_{1}}} \right]}\]

"> MASS of body in vacuum. APPARENT weight of the body in air = Apparent weight of standard WEIGHTS in air \[\RIGHTARROW \] Actual weight ? upthrust due to displaced air       = Actual weight  ? upthrust due to displaced air            \[\Rightarrow \]\[{{M}_{0}}g-\left( \FRAC{{{M}_{0}}}{{{d}_{1}}} \right)\,dg=Mg-\left( \frac{M}{{{d}_{2}}} \right)\,dg\]                                     \[\Rightarrow {{M}_{0}}=\frac{M\left[ 1-\frac{d}{{{d}_{2}}} \right]}{\left[ 1-\frac{d}{{{d}_{1}}} \right]}\]

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A body of density \[{{d}_{1}}\]is counterpoised by \[Mg\] of weights of density \[{{d}_{2}}\] in air of density d. Then the true mass of the body is

Joint Entrance Exam - Main (JEE Main) Physics in Joint Entrance Exam - Main (JEE Main) 10 months ago

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Let \[{{M}_{0}}=\]MASS of body in vacuum. APPARENT weight of the body in air = Apparent weight of standard WEIGHTS in air \[\RIGHTARROW \] Actual weight ? upthrust due to displaced air       = Actual weight  ? upthrust due to displaced air            \[\Rightarrow \]\[{{M}_{0}}g-\left( \FRAC{{{M}_{0}}}{{{d}_{1}}} \right)\,dg=Mg-\left( \frac{M}{{{d}_{2}}} \right)\,dg\]                                     \[\Rightarrow {{M}_{0}}=\frac{M\left[ 1-\frac{d}{{{d}_{2}}} \right]}{\left[ 1-\frac{d}{{{d}_{1}}} \right]}\]

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