Two bodies of different masses m1 and m2 are dropped from different height h1 and h2. The ratio of times taken by the two to drop through these distances is
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Answer :For a freely falling object :
a=g;
Initial velocity=u=0 m/s
g=9.8m/s²
from second equation of motion:S=ut+1/2 at²
for First object we get :
h1= gT1²/2
⇒T1=√2h1/g
For second object we get h2=gT2²/2
⇒T2=√2h2/g
T1/T2 =√h1/h2
But here h1= a and h2 =b
so, T1/T2=√a/b
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