The length covered by a body is found to be directly proportional to the square of time. What is the nature of acceleration?
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Given that x α t², where x is displacement of body and t is time
on removing α sign,x=bt² ..............1...where b is proportionality constant
now differentiating 1 with respect to time we get,
v=2bt where v is velocity
now on further differentiating we get ,
a=2b where a is acceleration
it means acceleration of body is constant, it is independent of time
on removing α sign,x=bt² ..............1...where b is proportionality constant
now differentiating 1 with respect to time we get,
v=2bt where v is velocity
now on further differentiating we get ,
a=2b where a is acceleration
it means acceleration of body is constant, it is independent of time
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