Question

Which of the following curves is in according with Freundlich
adsorption isotherm?

Answer 1

solution ..................

Answer 2

The graph between the log x/m and log p is in accordance to Freundlich adsorption isotherm.

Explanation:

• An isotherm is defined as the events that occur without changing the temperature.

• According to Freundlich adsorption isotherm, the formula is,

• $\frac xm$ = $k\times p^\frac1n$.

• So, taking log on both sides based 10,

• log $\frac xm$ = log $kp^1/n$.

• So, log$\frac xm$ = log k + $\frac 1n$ log p.

• So, this equation can be compared with the equation of the straight line y=mx + c,

• Here y is the log$\frac xm$ m is the $\frac 1n$, x is the log p, and c is log k which is constant.

• So the graph between log x/m and log p is the correct graph.

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