If acceleration a = 3x2, where x is position then velocity is proportional to
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Let acceleration be a and velocity be v and x be the position(displacment).
a=3x^2
now we know that a=dv/dx.
so dv/dx=3x^2.
so dv=(3x^2)(dx)
integrating both sides you get;
v=x^3 +c (since integration of x^n=[x^[n+1]/(n+1)] )
so v is directly proportional to x^3.
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