a ball of mass 250g collides with a bat with velocity 10m/s and returns with the same velocity in 0.01 seconds what is the force applied???
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change in velocity in 0.01 sec = +10m/s - (-10m/s) = 20 m/sec
Change in momentum = 250/1000 kg * 20 m/sec = 5 kg-m/sec
Force = rate of change in momentum = 5 / 0.01 = 500 Newtons
Direction of the force is same as the direction of velocity of the ball after rebounding.
====================
v = u + a t
u and v are in opposite directions. So u is -ve and v is positive.
+10 = -10 + a * 0.01
a = 2000 m/sec²
Force = m a = 250/1000 * 2000 = 500 Newtons, in the direction of v.
Change in momentum = 250/1000 kg * 20 m/sec = 5 kg-m/sec
Force = rate of change in momentum = 5 / 0.01 = 500 Newtons
Direction of the force is same as the direction of velocity of the ball after rebounding.
====================
v = u + a t
u and v are in opposite directions. So u is -ve and v is positive.
+10 = -10 + a * 0.01
a = 2000 m/sec²
Force = m a = 250/1000 * 2000 = 500 Newtons, in the direction of v.
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Answered by
0
change in velocity in 0.01 sec = +10m/s - (-10m/s) = 20 m/sec
Change in momentum = 250/1000 kg * 20 m/sec = 5 kg-m/sec
Force = rate of change in momentum = 5 / 0.01 = 500 Newtons
Direction of the force is same as the direction of velocity of the ball after rebounding.
====================
v = u + a t
u and v are in opposite directions. So u is -ve and v is positive.
+10 = -10 + a * 0.01
a = 2000 m/sec²
Force = m a = 250/1000 * 2000 = 500 Newtons, in the direction of v.
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