=‌ mass of gas adsorbed per unit mass of adsorbent, ‌ p= equilibrium pressure, k and n= empirical constants, n>1. Or, taking logarithms, log‌
x
m
=log‌k+‌
1
n
‌log‌p Option A: ‌
x
m
=kp1∕n‌‌(n>1) Correct. Option B: Extent of adsorption of gas is more at high temperature than at low temperature. Adsorption is an exothermic process. Hence, increasing temperature decreases adsorption (Le Chatelier's principle). Incorrect statement. Option C: ‌
1
n
represents the slope of the isotherm (in log-log plot) Since log‌
x
m
=log‌k+‌
1
n
‌log‌p, Correct. Option D: log‌
x
m
=log‌k+‌
1
n
‌log‌p holds good over a limited range of pressures. At very high or very low pressures, Freundlich isotherm deviates. Correct. Final Answer: Option B - Extent of adsorption of gas is more at high temperature than at low temperature - is not correct about Freundlich adsorption isotherm.