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For a linear plot of log (x//m) versus l...

For a linear plot of log `(x//m)` versus log [ in a Freundlich adsorption isotherm, which of the following statements is correct ? (k and n are consists)

A

both K and 1/n appears in the slope term

B

1/n appears as the intercept

C

only 1/n appears as the slope

D

log(1/n) ppears as the intercept

Text Solution

Verified by Experts

The correct Answer is:
C

According to Freundlich isotherm:
`(x)/(m)=kp^(1//n)`
`"log"((x)/(m))="log"k+(1)/(n)"log"P`
`Y=C + mx`
When `"log"((x)/(m))` is plotted against log P, we get straight line with slope `((1)/(n))`.
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