If 2x(1-y)= K and g(x, y) = L are orthogonal families of curves where K and...

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If 2x(1-y)= K and g(x, y) = L are orthogonal families of curves where K and L are constants, then g(x, y) is x² +2y-y² 2{y+2(y+(1-x))} x²+2x-y² x²-2y+y² If 2x(1-y)= K and g(x, y) = L are orthogonal families of curves where K and L are constants, then g(x, y) is x² +2y-y² 2{y+2(y+(1-x))} x²+2x-y² x²-2y+y²