Home
Class 14
PHYSICS
A physical energy of the dimension of le...

A physical energy of the dimension of length that can be formula cut of `c,G` and `(e^(2))/(4 pi epsilon_(0))` is [`c` is velocity of light `G` is universal constant of gravilation e is change

A

`1/c^2[G(e^2)/(4piepsilon_0)]^(1/2)`

B

`c^2[G(e^2)/(4piepsilon_0)]^(1/2)`

C

`1/c^2[(e^2)/(G4piepsilon_0)]^(1/2)`

D

`1/cGe^2/(4piepsilon_0)`

Text Solution

Verified by Experts

The correct Answer is:
A
Promotional Banner

Similar Questions

Explore conceptually related problems

If the energy of a photon is E, then its momentum is (c is velocity of light )

Show that h/(m_0c) is of the dimensions of length where h is Planck constant , m_0 , rest mass and c, velocity of light.

The dimension of the quantity 1/epsilon_0 e^2/(hc) is (e charge of electron,h Planck's constant and c=velocity of light)

Construct a new physical quantity having dimensions of length in terms of universal constant : G (gravitational constant), h (Planck's constant) and c (velocity of light). What is the order of its value?

The dimensional formula for the physical quantity (E^(2)mu_(0)epsilon_(0))/(B^(2)) is (E = electric field and B = magnetic field)