a^2b^2(a^2b^2+4)=2(a^6+b^6)

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Solution for a^2b^2(a^2b^2+4)=2(a^6+b^6) equation: 


Simplifying
a2b2(a2b2 + 4) = 2(a6 + b6)

Reorder the terms:
a2b2(4 + a2b2) = 2(a6 + b6)
(4 * a2b2 + a2b2 * a2b2) = 2(a6 + b6)
(4a2b2 + a4b4) = 2(a6 + b6)
4a2b2 + a4b4 = (a6 * 2 + b6 * 2)
4a2b2 + a4b4 = (2a6 + 2b6)

Solving
4a2b2 + a4b4 = 2a6 + 2b6

Solving for variable 'a'.

Reorder the terms:
4a2b2 + a4b4 + -2a6 + -2b6 = 2a6 + -2a6 + 2b6 + -2b6

Combine like terms: 2a6 + -2a6 = 0
4a2b2 + a4b4 + -2a6 + -2b6 = 0 + 2b6 + -2b6
4a2b2 + a4b4 + -2a6 + -2b6 = 2b6 + -2b6

Combine like terms: 2b6 + -2b6 = 0
4a2b2 + a4b4 + -2a6 + -2b6 = 0

The solution to this equation could not be determined.

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