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Find the dimensios of `a//b` in the relation `P = ax +bt^2,` where P is pressure, x is distance and t is time. |
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Answer» As ax = p, `a = (P)/(x) = (ML^(-1)T^(-2))/(L) = [ML^(-2)T^(-2)]` Again, as `bt^2 = P,` `b =(P)/(t^2) = (ML^(-1)T^(-2))/(T^2) = [ML^(-1)T^(-4)]` `(a)/(b) = (ML^(-2)T^(-2))/(ML^(-1)T^(-4)) = [M^0L^(-1)T^2]` |
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