Body fall from rest velocity acquired by falling distance 2h
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Suppose the body falls through a further distance of S then
Initial velocity(u)= 0
Wkt by equation of motion
v^2- u^2 =2gh
So v=(2gh)^(1/2)
v=sqrt(2gh)sqrt(2gh)
Now since the body falls a distance of S further
Now for this case u=sqrt(2gh)sqrt(2gh)
v=?
Applying the eq of motion again
Initial velocity(u)= 0
Wkt by equation of motion
v^2- u^2 =2gh
So v=(2gh)^(1/2)
v=sqrt(2gh)sqrt(2gh)
Now since the body falls a distance of S further
Now for this case u=sqrt(2gh)sqrt(2gh)
v=?
Applying the eq of motion again
Answered by
3
Solution-
use equation v^2=u^2 +2gH
here u=0, H=2h
therefore, v^2= 0 +2 x g x 2h
v^2= 4gh
v=2(gh)^(1/2)
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