A ball is moving with velocity `2ms^(-1)` towards a heavy wall moving towards the ball speed `1ms^9-1)` as shown in figure. Assuming collision to be elastic, find the velocity of ball immediately after the collision
Text Solution
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The speed of the wall will not change after the collision. Let `v` be the velocity of the ball after collision in the direction shown in figure. Since collision is elastic `(e=1)`. Speed of separation speed `=` Speed of approach `=v-1=2+1` or `v=4m/s`
A ball is moving with velocity 2m//s towards a heavy wall moving towards the ball with speed 1m//s as shown in figure. Assuming collision to be elastic, find the velocity of ball immediately after the collision.
A ball is moving with velocity 2m//s towards a heavy wall moving towards the ball with speed 1m//s as shown in figure. Assuming collision to be elastic, find the velocity of ball immediately after the collision.
A ball moving with a velocity v hits a massive wall moving towards the ball with a velocity a. An elastic impact lasts for time /_\t
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A ball collides elastically with a massive wall moving towards it with a velocity of v as shown. The collision occurs at a height of h above ground level and the velocity of the ball just before collision is 2v in horizontal direction. The distance between the foot of the wall and the point on the ground where the ball lands, at the instant the ball lands, will be :
The two balls shown in figure are identical the first moving at a speed v towards right and the second staying at rest. The wall at the extreme right is fixed. Assume all collisions to be elastic. Show that the speeds of the balls remain unchanged after all the collisions have taken place.
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An object moves with 5ms^(-1) toward right while the mirror moves with 1ms^(-1) toward the left as shown in Figure. Find the velocity of image.
CENGAGE PHYSICS ENGLISH-CENTRE OF MASS-INTEGER_TYPE
