X*Y*(X^2+Y^2)=3.47

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Solution for X*Y*(X^2+Y^2)=3.47 equation:


Simplifying
X * Y(X2 + Y2) = 3.47

Multiply X * Y
XY(X2 + Y2) = 3.47
(X2 * XY + Y2 * XY) = 3.47

Reorder the terms:
(XY3 + X3Y) = 3.47
(XY3 + X3Y) = 3.47

Solving
XY3 + X3Y = 3.47

Solving for variable 'X'.

Reorder the terms:
-3.47 + XY3 + X3Y = 3.47 + -3.47

Combine like terms: 3.47 + -3.47 = 0.00
-3.47 + XY3 + X3Y = 0.00

The solution to this equation could not be determined.

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