If the speedometer of a bike riding along a straight road varues with time as given v(t)=(t+3)+t what will be its accelaration at time t=1 smsecond
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Answer:
Acceleration = Rate of change of velocity
a(t)= dv/dt
Here v(t)= (t +3 )^2 +t^2
a(t)= dv/dy
=2(t+3)+2t when t=1 sec
=8 +2=10 unit / (second) ^2
Explanation:
clearly ATQ
v(t)=(t+3)^2 +t^2
we know
a(t)=dv(t)/dt
therefore
a(t)=2(t+3)+2t
a(1)=2(1+3)+2(1)
a(t)=10 m/s^2
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