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(a) TimecG'h T = kcG'h Putting the dimensions in the above relation [MLT]=[LT]*[M'[M T [MLT]=[M+x+3y+2=-x-2y=] Comparing the powers of M, L and T -y+==0

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(a) Timec"G'h T = kcG'h Putting the dimensions in the above relation [MLT]=[LT]*[M'[M T [MLT]=[M+x+3y+2=-x-2y=] Comparing the powers of M, L and T -y+==0 x+3y+2==0 -x-2y-==1 ....(i) (ii) (iii) On solving equations (i) and (ii) and (iii) -5 x = 2 2 Hence, dimension of time are [G1/2 1/2-5/2].

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