two unequal masses A and B moving along a straight line are brought to rest by equal retarding forces. If A moves twice the time as B but goes only 1/3 of the distance covered by B before coming to rest, the ratio of their velocities is
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T(a)=2T(b)
Dist.(a)= 3 d (b)
speed a= dist/time
=3d(b) /2T(b)
Similarly,
speed b = d(b) / T(b)
Ratio= speed(a)/speed(b)
= 3:2
Hope it helps!!
T(a)=2T(b)
Dist.(a)= 3 d (b)
speed a= dist/time
=3d(b) /2T(b)
Similarly,
speed b = d(b) / T(b)
Ratio= speed(a)/speed(b)
= 3:2
Hope it helps!!
pranaykamal:
the answer is 1 : 6
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