prove that the volume of the solid formed by the revolution of the curve y=a^3/a^2+x^2 about asymptote is π^2a^3/2
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A cissoid with formula y2(2a−x)=x3y2(2a−x)=x3 where a>0a>0
How do I show the the volume of the cissoid rotated about the asymptote is:
Step-by-step explanation:
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