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A ball dropped on to floor from a height of 10m rebounds to a height of 2.5m. If the ball is in contact with the floor for 0.02s, its average acceleration during contact is?

Raghu Vamshi Hemadri , 9 Years ago
Grade 11
anser 4 Answers
Piyush

Last Activity: 9 Years ago

Divide it into two parts
First find the value of velocity when it will going to collide with the floor let say it is v1
secondly find out the velocity INITIAL ONE for the second part taking your displacement 2.5m let say it is v2
Now take t=0.02s take initial velocity to be equal to (-v1)
final velocity to be equal to v2 apply the first equation of motion and find the acceleration.

Ajithesh

Last Activity: 7 Years ago

g=9.8m/s^2
u=0
v^2/19.6=10
v=14m/s
while bouncing back
0^2-u^2/-19.6=2.5
u^2=49
u=7m/s
time in contact=0.02s
therefore, (v-u)/t=14-7/0.02=350m/s^2
a=350m/s^2

ankita patial

Last Activity: 6 Years ago

V1=√2gh1= √2×9.8×10=√196=14
V2=√2gh2=√2×9.8×2.5=√49=7
a=F/m
F=m[v1-(v2)]/t
a=m[v1-(-v2)]/m×0.02=[14+7]/0.02=2100/2=1050

Hafsa Maheveen

Last Activity: 3 Years ago

According to the given information
As we know
g=9.8m/s 
h1=10
h2=2.5
t=0.02 
 
a=√2gh1-(-√2gh2)/t
a=√2gh1+√2gh2/0.02
a=√2×9.8×10+√2×9.8×2.5
a=√196+√49/7
a=14+7/0.02
a=21/0.02
Therefore //a=1050//

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