Relative Density

Madhu noted following observations in her notebook:
(i) Weight of the stone in the air $=272 \mathrm{gwt}$
(ii) Weight of the stone in water $=192 \mathrm{gwt}$
(iii) Weight of the stone in salt solution $=176 \mathrm{gwt}$
The relative density of the salt solution is

What is the unit of relative density? A sealed packet of $500$ g has volume $350 c{m}^3$. Will it float or sink in water $\left(density of water=1 g/c{m}^3\right)$. Find the mass of water displaced by the packet.

Define relative density. Relative density of silver is $10.8$. Find its density in SI unit if density of water is $1000 kg/m^3$.

Find the relative density of a block which floats with $2/3$rd of its volume immersed in water.

Relative density of a substance which loses $2$ N weight when immersed water is $6.4$.  Find the weight of substance in air.

A solid weighs $80 g$ in air and $64 g$ in water.  When kept in water, state whether the object would float or sink.

A solid weighs $80$ g in air and $64$ g in water. Calculate its relative density.

Define relative density, State its mathematical formula.

Density of silver is $10.8\times {10}^3 kg/m^3$. Calculate the relative density of silver if density of water is ${10}^3 kg/m^3$.

Define relative density. State its SI unit.

Density of turpentine at $293$ K is $870 kg m^{-3}$. Identify and write the names of substances that sink in it at same temperature.

The dimensions of a wooden block are $2 \mathrm{m}\times 0.25 \mathrm{m}\times 0.10 \mathrm{m}$. If relative density of wood is $0.6$, calculate the mass of block in kg. Density of water $=1002 \mathrm{kg} {\mathrm{m}}^{-3}$.

The following figure shows three identical blocks of wood floating in three different liquids A, B and C of density $d_1, d_2$ and $d_3$ respectively. Which of these has the highest density? Give reason to justify your answer.

Relative densities of two substances A and B are $2.5$ and $0.9$ respectively. Find densities A and B. Also find whether they will sink or float on water. $\left(Density of water=1000 kg m^{-3}\right)$.

A body floats on surface of water with one-third of its volume 'V' immersed in it. What is its relative density?

Relative density of an oil is $0.8$. Will it float or sink in water?

Relative density of silver is $10.5$. Find its density in SI units.

Relative density of aluminium is $2.7$. Explain this statement.

How is relative density of a substance related to Archimedes 'principle'?

Define relative density.