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Relative Density

Relative dens...

Question

Relative density of a body on the surface of Earth is given by $R_{1}$ and the relative density of the same body on moon is given by $R_{2}$ . Then, the correct relationship between $R_{1}$ and $R_{2}$ will be .

R_{1} = R_{2}

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R_{1} \leq R_{2}

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R_{1} \geq R_{2}

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Solution

The correct option is A $R_{1} = R_{2}$
Relative density of a body depends on the mass and volume of the body, both of which remain unaffected by the gravity of the Earth. Since, gravity does not play a role here, relative density of the body remains constant everywhere.

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Relative density of a body on the surface of Earth is given by R1 and the relative density of the same body on moon is given by R2. Then, the correct relationship between R1 and R2 will be .

The correct option is A R1 = R2Relative density of a body depends on the mass and volume of the body, both of which remain unaffected by the gravity of the Earth. Since, gravity does not play a role here, relative density of the body remains constant everywhere.

Relative density of a body on the surface of Earth is given by $R_{1}$ and the relative density of the same body on moon is given by $R_{2}$ . Then, the correct relationship between $R_{1}$ and $R_{2}$ will be .

The correct option is A $R_{1} = R_{2}$
Relative density of a body depends on the mass and volume of the body, both of which remain unaffected by the gravity of the Earth. Since, gravity does not play a role here, relative density of the body remains constant everywhere.