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In two systems of units the relation bet...

In two systems of units the relation between velocity acceleration and force is given by `v_(2) = (v_(1)epsilon^(2))/(tau), a_(2) = a_(1) epsilon tau, F_(2) = (F_(1))/(epsilon tau)`, where `epsilon` and `tau` constants then find in this new system:
(a) `(m_(2))/(m_(1))` , (b) `(L_(2))/(L_(1))`

Text Solution

Verified by Experts

The correct Answer is:
(a) `(1)/(epsilon^(2)tau^(2))`; (b) `(epsilon^(3))/(tau^(3))`
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