Show that the SI unit of `epsilon_0` may be written as farad `meter^(-1)`.
Text Solution
Verified by Experts
We have `C=epsilon_0A/d` or,`epsilon_0 Cd/A`. As the SI units of C, d and A are farad, metre and `metre^2` respectively, the SI unit of `epsilon_0` is farad `metre^(-1)`.
Topper's Solved these Questions
CAPACITORS
HC VERMA|Exercise Worked Out Examples|23 Videos
CAPACITORS
HC VERMA|Exercise Short Answer|7 Videos
BOHR'S MODEL AND PHYSICS OF THE ATOM
HC VERMA|Exercise Exercises|46 Videos
DISPERSION AND SPECTRA
HC VERMA|Exercise Exercises|11 Videos
Similar Questions
Explore conceptually related problems
Nm^(-1) is the SI unit of
Show that the unit of 1/sqrt(epsilon theta mu theta) is (m//s) .
The SI unit of inductance, the henry can be written as
The SI unit of inductance, the henry can be written as
The SI unit of inductance, the henry can be written as :
Show that the SI units of thermal conductivity are W//m-K .
The SI unit of inductance, the henry, can be written as
kg ms^(-1) is the SI unit of
The SI unit of inductance the Henry can not be written as :