If √(1−x6)+√(1−y6)=a(x3−y3) and dydx=f(x,y)√(1−y61−x6), then

If √(1−x6)+√(1−y6)=a(x3−y3) and dydx=f(x,y)√(1−y61−x6)

1.	If √(1−x6)+√(1−y6)=a(x3−y3) and dydx=f(x,y)√(1−y61−x6), then
Answer» If $\sqrt{(1 - x^{6})} + \sqrt{(1 - y^{6})} = a (x^{3} - y^{3})$ and $\frac{d y}{d x} = f (x, y) \sqrt{(\frac{1 - y^{6}}{1 - x^{6}})},$ then