If v is proportional to 2 under root x then find out acceleration when velocity is zero
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Given relation between velocity (v) and displacement (x) is
v=a√x
⇒dxdt=a√x
⇒dx√x=adt
⇒∫dx√x=a∫dt
⇒x−12+1−12+1=at+c
Since at t=0 x=0
we get c=0
So 2√x=at
⇒4x=a2t2
⇒x=14a2⋅t2
Differentiating w r to t we get
v=dxdt=14a2(2t2−1)
⇒v=12(a2t)
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