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prove that the curves x^2/(a^2+h)+y^2/(b^2+h)=1,x^2/(a^2+k)+y^2/(b^2+k)=1 i

prove that the curves x^2/(a^2+h)+y^2/(b^2+h)=1,x^2/(a^2+k)+y^2/(b^2+k)=1 intersect orthogonally h is not equal to k

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