The specific gravity of ammonia is ………………… .

The specific gravity of a salt solution is 1.025. If V mL of water is added to 1 L of this solution to make its density 1.02 g mL^(-1) , what value of V in mL approxmately?

In a solution the concentration of CaCl_(2) is 5M & that of MgCl_(2) is 5 m . The specific gravity of solution is 1.05 , calculate the concentration of Cl^(-) in the solution in terms of Molarity.

When equal volumes of two substance are mixed, the specific gravity of the mixurie is 4. When equal weights of the same substance are mixed, the specific gravity of the mixture is 3. The soecufuc gravities of the two substance could be

A piece of cork whose weight is 19 gm is attached to a bar of silver weighing 63 gm. The two together just not in water. The specific gravity of silver is 10-5. Find the specific gravity of the cork. Density of water = 1 gm cm ^(-3)

The ratio of masses of a cubical block of wood and a chunk of concrete is 3/5 so that the combination just floats with entire volume submerged under water. If the specific gravity of wood is 0.5 then specific gravity of concrete will be

When two substances of specific gravities d_1 and d_2 are mixed in equal volumes the specific garvity of mixture is found to be rho_1 . When they are mixed in equal masses, the specific gravity of the mixture is found to be rho_2 .( d_1 != d_2 )

The specific gravity of SO_3 vapour at 0^oC and 76 cmHg in grams/ litre is

What is the specific gravity of a liquid if 260 mL of the liquid has the same mass as 390 mL of water?

A solid uniform ball of volume V floats on the interface of two immiscible liquids (see the figure). The specific gravity of the upper liquid is rho_(1) and that of lower one is rho_(2) and the specific gravity of ball is rho(rho_(1)gtrhogtrho_(2)) The fraction of the volume the ball in the u of upper liquid is

A solid uniform ball of volume V floats on the interface of two immiscible liquids (see the figure). The specific gravity of the upper liquid is rho_(1) and that of lower one is rho_(2) and the specific gravity of ball is rho(rho_(1)gtrhogtrho_(2)) The fraction of the volume the ball in the upper liquid is