The area enclosed between the curve \[{{y}^{2}}(2a-x)={{x}^{3}}\] and the line x = 2 above the x-axis is

\[\frac{3\pi \,{{a}^{2}}}{2}\] sq. units

The area enclosed between the curve \[{{y}^{2}}(2a-x)={{x}^{3}}\] and

1.	The area enclosed between the curve \[{{y}^{2}}(2a-x)={{x}^{3}}\] and the line x = 2 above the x-axis is
A.	\[\pi {{a}^{2}}\]sq. units
B.	\[\frac{3\pi \,{{a}^{2}}}{2}\] sq. units
C.	\[2\pi \,{{a}^{2}}\]sq. units
D.	\[3\pi \,{{a}^{2}}\] sq. units
Answer» C. \[2\pi \,{{a}^{2}}\]sq. units

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The area enclosed between the curve \[{{y}^{2}}(2a-x)={{x}^{3}}\] and the line x = 2 above the x-axis is

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