Debye-Huckel-Onsager equation is represented as `^^_(c)=^^_(0)-bsqrtc`. 'b' is

Options

A. `(82.4)/((DT)^(1//2)eta)+(8.20xx10^(5))/((DT)^(3//2))^^_(0)`
B. `(82.4)/((DT)^(1//2)eta)+(8.20xx10^(5))/((DT)^(1//2))^^_(0)`
C. `(82.4)/((DT)^(1//2)eta)-(8.20xx10^(5))/((DT)^(1//2))`
D. `(82.4)/((DT)^(1//2))+(8.20xx10^(5))/((DT)^(1//2)eta)^^_(0)`

Answer

A

Explanation

`b=(82.4)/((DT)_(eta)^(1//2))+(8.20xx10^(5))/((DT)^(3//2))`