The acceleration of a particle is increasing linearly with time t as bt. The particle starts from origin with an initial velocity u. The distance travelled by the particle in time t will be?
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d2s/dt2 =bt
intigrate
V= ds/dt = bt2/2 +c
at t=0 V=U
so U =0 +c
ds/dt = bt2/2 +U
furthet intigrate
s= b/6 t3 +Ut +d
at t=0 s=0
so d=0
S =b/6 t3 +Ut
intigrate
V= ds/dt = bt2/2 +c
at t=0 V=U
so U =0 +c
ds/dt = bt2/2 +U
furthet intigrate
s= b/6 t3 +Ut +d
at t=0 s=0
so d=0
S =b/6 t3 +Ut
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