For a circuit, L, C and R represent the inductance, capacitance and resistance. Then, the dimensional formula for C2LR is
[MLT]
[M0L0TI0]
[M0L0T3I0]
[M2L2T0I0]
A
[MLT]
B
[M0L0TI0]
C
[M2L2T0I0]
D
[M0L0T3I0]
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Solution
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The ratio of inductance L to resistance R is time constance T, hence, we have [LR]=T and √LC=T Using these two relation we have C2LR=[C2L2]×[LR]=[T4]×[1T]=[T3]
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