A ball is gently dropped from a height of 20m.if its velocity increases uniformly at the rate of 10m/s with what velocity will it strike the ground ?after what time will it strike the ground
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Answered by
1
GIVEN:
s=20m
a=10m/sec
u=0m/sec
TO FIND:
v=?
t=?
SOL :
By 3rd equation of motion i.e.
2as= v square - u square
2 multiply by 10 multiply by 20 = v square-0square
400= v square
v = square root of 400
v = 20m /sec
It will strike the ground with a velocity of 20m/sec.
By 1st equation of motion
v=u+at
20 = 0 + 10 multiply by t
20=10t
t=20/10
t = 2 sec
It will strike the ground after 2 secs.
s=20m
a=10m/sec
u=0m/sec
TO FIND:
v=?
t=?
SOL :
By 3rd equation of motion i.e.
2as= v square - u square
2 multiply by 10 multiply by 20 = v square-0square
400= v square
v = square root of 400
v = 20m /sec
It will strike the ground with a velocity of 20m/sec.
By 1st equation of motion
v=u+at
20 = 0 + 10 multiply by t
20=10t
t=20/10
t = 2 sec
It will strike the ground after 2 secs.
Answered by
2
given a=10m/s²
s=20 m
u=0m/s
now using s=ut+½at²
or 20=½*10t². (since u=0)
or t=2 sec
for final velocity
now v=u+at
v=0+2*10
20m/s
s=20 m
u=0m/s
now using s=ut+½at²
or 20=½*10t². (since u=0)
or t=2 sec
for final velocity
now v=u+at
v=0+2*10
20m/s
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