The asymptote to the curve xy=n² (a-x) is
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xy(x+y)+a(y
xy(x+y)+a(y +xy−x
xy(x+y)+a(y +xy−x 2
xy(x+y)+a(y +xy−x 2 )−10a
xy(x+y)+a(y +xy−x 2 )−10a 2
xy(x+y)+a(y +xy−x 2 )−10a 2 y=0
xy(x+y)+a(y +xy−x 2 )−10a 2 y=0⇒(y−a)x
xy(x+y)+a(y +xy−x 2 )−10a 2 y=0⇒(y−a)x 2
xy(x+y)+a(y +xy−x 2 )−10a 2 y=0⇒(y−a)x 2 +(x+a)y
xy(x+y)+a(y +xy−x 2 )−10a 2 y=0⇒(y−a)x 2 +(x+a)y 2
xy(x+y)+a(y +xy−x 2 )−10a 2 y=0⇒(y−a)x 2 +(x+a)y 2 +ya(x−10a)=0
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