If the coefficient of real expansion of a liquid is 155000C. The temperature at which it's density is 1% less than density at 00C is
If γ is the coefficient of a real expansion of a liquid then the temperature at which density of a liquid is 1% of its density at 0oC is :
Coefficient of real expansion of mercury is 0.18×10−3/ 0C. If the density of mercury at 00C is 13.6 gm/cc its density at 473 K will be :
The density of a liquid of coefficient of cubical expansion γ is ρ at 0∘C. When the liquid is heated to a temperature T, the change in density will be
The coefficient of real expansion of a liquid is 0.2×10−3/oC. If its density at 0oC is 10 gm/c.c., then its density at 1000C is :
If d1 and d2 are the densities of a liquid at t01C and t02C, then d1d2 is (γ= coefficient of real expansion)