If the units of mass, length and time are doubled, then what happen to the unit of 'relative density'?

doubled

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remains same

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tripled

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equatrepled

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Solution

The correct option is A remains same
Relative density is the ratio of density of one substance to the density of water. So, relative density is a dimensionless quantity which remains the same even if the units of mass, length and time are changed.

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If the units of mass, length and time are doubled, then what happen to the unit of 'relative density'?

The correct option is A remains sameRelative density is the ratio of density of one substance to the density of water. So, relative density is a dimensionless quantity which remains the same even if the units of mass, length and time are changed.

The correct option is A remains same
Relative density is the ratio of density of one substance to the density of water. So, relative density is a dimensionless quantity which remains the same even if the units of mass, length and time are changed.