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SresthaAbhi
@SresthaAbhi
July 2021
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a body sliding on a smooth inclined plane requires 4 secs to reach the bottom stsrting frm rest at the top. how much time does it take to cover one-fourth distance starting from rest at the top?PLEASE ANSWER THIS
Answers & Comments
Sumit1010
Verified answer
Let,
The length of plain = s meters
( this is actually the displacement of the body , ie . from top to bottom)
Acceleration = a m/s² ( constant)
Initial velocity at the top = u = 0 m/s
( starting from rest )
Time = t seconds.
Using , s = ut + (½)at²
We get ,
s = (½)at²
=> s is directly proportional to t²
=> s1/s2 = (t1/t2)² ..... (1)
Further ,
To cover "s" it takes time = 4s
Let to cover "s/4" it takes time = n seconds
Using (1) ,
[(s/4)/s] = (n/4)²
On solving we get ,
n = 2 seconds .
________
Hope it helps !
5 votes
Thanks 12
SresthaAbhi
this is right!! thnx!
Sumit1010
welcome
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Answers & Comments
Verified answer
Let,The length of plain = s meters
( this is actually the displacement of the body , ie . from top to bottom)
Acceleration = a m/s² ( constant)
Initial velocity at the top = u = 0 m/s
( starting from rest )
Time = t seconds.
Using , s = ut + (½)at²
We get ,
s = (½)at²
=> s is directly proportional to t²
=> s1/s2 = (t1/t2)² ..... (1)
Further ,
To cover "s" it takes time = 4s
Let to cover "s/4" it takes time = n seconds
Using (1) ,
[(s/4)/s] = (n/4)²
On solving we get ,
n = 2 seconds .
________
Hope it helps !