By applying the isometric inequality to the ellipse (where a and b are positive constants), prove...

 

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By applying the isometric inequality to the ellipse (where a and b are positive constants), prove that 1.²² Va² sin² t + b² cos² t dt ≥ 2π √ab with equality holding if and only if a = b. + = 1 By applying the isometric inequality to the ellipse (where a and b are positive constants), prove that 1.²² Va² sin² t + b² cos² t dt ≥ 2π √ab with equality holding if and only if a = b. + = 1

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please find the detailed solution below Equation Its parametric equation is a cost bsint b... View the full answer