A piece of copper of mass 106 g is dipped in a measuring cylinder containing water at 22 ml mark. The water rises to 34 ml mark. Find (a) volume of the copper piece (b) the density of copper.

A measuring cylinder contains water to a level of 22 mL. The water level rises to 30 mL when a piece of copper is completely immersed in it. Find the volume of copper piece

The mass of a lead piece is 115 g. When it is immersed into a measuring cylinder, the water level rises from 20 mL mark to 30 mL mark. Find the volume of the lead piece

A measuring cylinder contains water at the mark 22 ml. If a piece of copper of mass 106 g is dipped into the water, which rises to 34ml mark. Then the volume and density of the copper piece respectively are

A copper piece of mass 88 g when immersed completely into water contained in a measuring cylinder, raises the level of water from 15 mL to 25 mL. Find the volume of copper piece

A solid silver piece is immersed in water contained in a measuring cylinder. The level of water rises from 50 mL to 62 mL. Find the volume of silver piece.

A piece of stone of mass 113 g sinks to the bottom in water contained in a measuring cylinder and water level in cylinder rises from 30 ml to 40 ml. Calculate R.D. of stone.

When a stone is lowered into a measuring cylinder the volume is 9.3 ml. The volume of the stone is 5.8 ml. Find the initial volume of water in the measuring cylinder.

A piece of copper weighs 0.635 g. How many atoms of copper does it contain?

A pebble of mass 33 g is lowered into a measuring jar containing water so that it is completely covered in water. The initial level of water was 60 ml and after lowering the stone it was found to be 74 ml. What is the density of stone?