van't Hoff equation is

Explanation

Combining van't Hoff Boyle's and Charle's laws van't Hoff reduced the following equation.
`pi prop(T)/(V)="Constant (K)"`
`piV=KT`
K is called general solution constant. The equation is called van't Hoff general solution equation. It is similar to (PV = RT) van't Hoff further proved that the value of K is same as R. The gas constant hence,
`piV=RT`
`pi`= Osmotic pressure
V = Volume of solution containing 1 mole of solute
R = Gas constant equal to `8.314 "J mol"^(-1)K^(-1)` or 0.082 L atm `"mol"^(-1)K^(-1)` ltbtgt T = Absolute temperature
If V is the volume of solution containing n moles of solute, then,
`piV=nRT`
`or" "pi=(n)/(V)RT" since "(C=(n)/(V))`
`or" "pi=CRT`