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Question
In case of dimensions of electric field and electric dipole moment the power of mass is respectively.
Options
1, 1
1, 0
0, 1
0, 0
MCQ
Solution
1, 0
Explanation:
Electric field, E = `"F"/"q"`
Where, F = force and q = electric charge
Dimensions of E or [E] = `(["M L T"^-2])/(["A T"]) = ["ML T"^-3"A"^-1]`
Power of mass = 1
Electric dipole moment, m = I × A
where, I = current and A = area
Dimensions of m = (M] = [A L2] = [M0L2T0A]
Hence, power of mass = 0
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Electrical Energy of Two Point Charges and of a Dipole in an Electrostatic Field
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