a juggler throws balls innto air. he throws one whenever the previous one is at its highest point. how high do the balls rise if he throws n balls each second? acceleration due to gravity is g.
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Hey there !!!
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Juggler throws the ball into the air with ball having initial velocity = u
At the highest point of its path velocity will be zero as at maximum height velocity =0
So final velocity=0
According to question juggler throws a ball each second so for "n" balls
time taken to reach highest position (t)= 1/n
v=u+gt
0=u-g/n
-u=-g/n
u=g/n
S= ut-gt²/2
S=u/n-g/2n²
But u=g/n
S= g/n²-g/2n²
S=g/2n²
____________________________________________
Hope this helped you................
_________________________________________________
Juggler throws the ball into the air with ball having initial velocity = u
At the highest point of its path velocity will be zero as at maximum height velocity =0
So final velocity=0
According to question juggler throws a ball each second so for "n" balls
time taken to reach highest position (t)= 1/n
v=u+gt
0=u-g/n
-u=-g/n
u=g/n
S= ut-gt²/2
S=u/n-g/2n²
But u=g/n
S= g/n²-g/2n²
S=g/2n²
____________________________________________
Hope this helped you................
SresthaAbhi:
thnks!
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