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" Q9) The Dimensions [ML-1T-2] may corre...

" Q9) The Dimensions [ML-1T-2] may correspond to "

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The dimension ML^-1T^-2 can correspond to

The dimension ML^-1T_2 can correspond to

The dimensions [ML^(-1)T^(-2)] can correspond to :

The dimensions of [ML^(-1) T^(-2)] may correspond to

The dimension ML^(0)T^(-2) corresponds to .

Dimensions [ML^-1 T^-1] are related to

The dimensional formula [ML^(-1)T^(-2)] is for the quantity

The dimensional formula [ML^(-1)T^(-2)] is for the quantity

[ML^2 T^-2] are dimensions of

ML^(-1)T^(-2) represents