`(E^(2))/(mu_(0))` has the dimensions (`E=` electric field, `mu_(0)=` permeabililty of free space)
A
`[M^(2)L^(3)T^(-2)A^(2)]`
B
`[MLT^(-4)]`
C
`[ML^(3)T^(-2)]`
D
`[M^(-1)L^(2)TA^(-2)]`
Text Solution
Verified by Experts
The correct Answer is:
B
Topper's Solved these Questions
GENERAL PHYSICS
DC PANDEY|Exercise MCQ_TYPE|17 Videos
GENERAL PHYSICS
DC PANDEY|Exercise MATCH THE COLUMN|6 Videos
FLUID MECHANICS
DC PANDEY|Exercise Medical entranes gallery|49 Videos
GRAVITATION
DC PANDEY|Exercise (C) Chapter Exercises|45 Videos
Similar Questions
Explore conceptually related problems
The dimensions of (B^(2)R^(2)C^(2))/(2mu_(0)) (Where B is magnetic filed, and mu_(0) is permeability of free space , R resistance and C is capacitance) is
If (A)/(mu_(0)) has the dimensions [MLT^(-4)] what is A?
The dimensional formula for permeability of free space, mu_(0) is
epsilon_(0)E^(2) has the dimensions of ( epsilon_(0)= permittivity of free space, E= electric field) Here k= Boltzmann consant T= absolute temperature R= universal gas constant.
The dimensions of mu_(0) are
varepsilon_(0)E^(2) has the dimension of ( varepsilon_(0) = permittivity of free space, E = electric field)
The dimension of (B^(2))/(2mu_(0)), where B is magnetic field and mu_(0) is the magnetic permeability of vacuum, is :
In electromagnetic theory, the electric and magnetic phenomena are related to each other. Therefore, the dimensions of electric and magnetic quantities must also be related to each other. In the questions below, [E] and [B] stand for dimensions of electric and magnetic fields respectively, while [in_(0)] and [mu_(0)] stand for dimensions of the permittivity and permeability of free space respectively. [?] and [?] are dimensions of length and time respectively. All the quantities are given in SI units. The relation between [in_(0)] and [mu_(0)] is
In electromagnetic theory, the electric and magnetic phenomena are related to each other. Therefore, the dimensions of electric and magnetic quantities must also be related to each other. In the questions below, [E] and [B] stand for dimensions of electric and magnetic fields respectively. While [ in_(0)] and [mu_(0)] stand for dimensions of the permittivity and permeability of free space respectively. [L] and [T] are dimensions of length and time respectively. All the quantities are given in SI units. The relation between [in_(0)] " and " [mu_(0)] is :-
In electromagnetic theory, the electric and magnetic phenomena are related to each other. Therefore, the dimensions of electric and magnetic quantities must also be related to each other. In the questions below, [E] and [B] stand for dimensions of electric and magnetic fields respectively, while [in_(0)] and [mu_(0)] stand for dimensions of the permittivity and permeability of free space respectively. [?] and [?] are dimensions of length and time respectively. All the quantities are given in SI units. The relation between [E] and [B] is
