Given `R=245Omega, N=(1)/(10),l=2cm, A =3.5cm^(2)` `lamda_(eq)^(infty)=390.5Scm^(2)mol^(-1)`
Asked `lamda_(eq)and k_(a)=?`
formula used `k=Gxx(l)/(a)=(1)/(R)xx(l)/(a).^^_(eq)=Kxx(1000)/("normality"),alpha=(^^_(m))/(^^_(m)^(@))`
Explanation `k=` conductivity, `N=` normality `lamda_(eq)=` equivalence conductance `lamda_(eq)^(infty)=` equivalence conductance at infinite dilution.
substitution ad calculation:
(a)....
For pure semiconductor, the number density of free electrons and number density of holes is equal. Thus, at a given temperature, the conductivity of pure semiconductor depends on the number...
Given :
Mass of ammonia = 3.40 g
Volume at STP = 4.48 dm3
To Find :
Molar mass of ammonia
Calculation :
Let ‘x’ grams be the molar mass of NH3.
Molar volume of a gas...