x^4+y^4=a(x^2)y

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Solution for x^4+y^4=a(x^2)y equation: 


Simplifying
x4 + y4 = a(x2) * y

Multiply a * x2
x4 + y4 = ax2 * y

Multiply ax2 * y
x4 + y4 = ax2y

Solving
x4 + y4 = ax2y

Solving for variable 'x'.

Reorder the terms:
-1ax2y + x4 + y4 = ax2y + -1ax2y

Combine like terms: ax2y + -1ax2y = 0
-1ax2y + x4 + y4 = 0

The solution to this equation could not be determined.

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