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Write the dimensions of a and b in the r...

Write the dimensions of a and b in the relation ,` P = (b-x^(2))/(at)` , where P
is power ,x is distance and t is time

Text Solution

Verified by Experts

The given relation is
`P=(B-x^(2))/(at)`
As `x^(2)` is subtracted from b therefore the dimension of b are of `x^(2)` i.e.b=`L^(2)`
`a=(L^(2))/([ML^(2)T^(3)][T])=M^(-1)L^(0)T^(2)`
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