The area enclosed between the curve $y^2\left(2a-x\right)=x^3$ and the line $x=2$ above the x-axis is (a) $\pi a^{2}sq\dot{u}nits$ (b) $\frac{3\pi a^2}{2}sq\dot{u}nits$ (c) $2\pi a^{2}sq\dot{u}nits$ (d) $3\pi a^{2}sq\dot{u}nits$

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