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Question
The dimension of mutual inductance is ______.
Options
[ML2T-2A-1]
[ML2T-3A-1]
[ML2T-2A-2]
[ML2T-3A-2]
MCQ
Fill in the Blanks
Solution
The dimension of mutual inductance is [ML2T-2A-2].
Explanation:
Mutual inductance, M = `-"e"_2/(("di"_1)/"dt")`
[M] = `["e"_2]/[("di"_1)/"dt"]`
= `["W"/"q"]/["q"/"t"^2]`
= `("ML"^2"T"^-2)/(("A"^2"T"^2)/"T"^2)`
= [ML2A-2T-2]
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