The following curve is obtained when molar conductivty, `Lambda_m` is plotted against the square rot of concentration, `C^(1//2)` along y and x axis respectively for the two electrolytes X and Y.

How can you determine `Lambda_m^infty` for these electrolytes?

The following curve is obtained when molar conductivty, Lambda_m is plotted against the square rot of concentration, C^(1//2) along y and x axis respectively for the two electrolytes X and Y. How do you account for the increase in Lambda_m for the electolytes X and Y with dilution?

For Freundlich isotherm, a graph of log x/m is plotted against log P. The slope of the line and its y-axis intercept respectively correspond to

If x is specific resistance of the electrolyte solution and y is the molarity of the solution then ^m is given by:

Draw a rought sketch of y^(2)=x+1 and y^(2)=-x+1 and determine the are enclosed by the two curves.

The molar conductance of KCl solution at different concentrations at 298 K are given below: Plot a graph between wedge_(m) and c^(1//2) and determine the value of wedge_(m)^(@) from it.

The molar conductance of HCl solution at different concentration at 298 K are given below : Plot a graph between wedge_(m) and c^(1//2) and determine the value of wedge_(m)^(@) from it.

A and B are two sets containing respectively m_1 and m_2 elements. If x le n(A uu B) le y , find x and y.

Two metals X and Y have work functions 2eV and 5eV respectively. Which metal will emit electrons, when irradiated with light of wavelength 400m, and why?

Three solutions X,Y,Z of HCl are mixed to produce 100mL of 0.1M solution . The molarities of X,Y and Z are 0.7M, 0.12M and 0.15M respectively. What respective volumes of X,Y and Z should be mixed?