(C^4+2C^2D^2-D^4)(2C-2CD+D)=

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Solution for (C^4+2C^2D^2-D^4)(2C-2CD+D)= equation: 


Simplifying
(C4 + 2C2D2 + -1D4)(2C + -2CD + D) = 0

Reorder the terms:
(2C2D2 + C4 + -1D4)(2C + -2CD + D) = 0

Multiply (2C2D2 + C4 + -1D4) * (2C + -2CD + D)
(2C2D2 * (2C + -2CD + D) + C4(2C + -2CD + D) + -1D4 * (2C + -2CD + D)) = 0
((2C * 2C2D2 + -2CD * 2C2D2 + D * 2C2D2) + C4(2C + -2CD + D) + -1D4 * (2C + -2CD + D)) = 0

Reorder the terms:
((2C2D3 + 4C3D2 + -4C3D3) + C4(2C + -2CD + D) + -1D4 * (2C + -2CD + D)) = 0
((2C2D3 + 4C3D2 + -4C3D3) + C4(2C + -2CD + D) + -1D4 * (2C + -2CD + D)) = 0
(2C2D3 + 4C3D2 + -4C3D3 + (2C * C4 + -2CD * C4 + D * C4) + -1D4 * (2C + -2CD + D)) = 0

Reorder the terms:
(2C2D3 + 4C3D2 + -4C3D3 + (C4D + 2C5 + -2C5D) + -1D4 * (2C + -2CD + D)) = 0
(2C2D3 + 4C3D2 + -4C3D3 + (C4D + 2C5 + -2C5D) + -1D4 * (2C + -2CD + D)) = 0
(2C2D3 + 4C3D2 + -4C3D3 + C4D + 2C5 + -2C5D + (2C * -1D4 + -2CD * -1D4 + D * -1D4)) = 0
(2C2D3 + 4C3D2 + -4C3D3 + C4D + 2C5 + -2C5D + (-2CD4 + 2CD5 + -1D5)) = 0

Reorder the terms:
(-2CD4 + 2CD5 + 2C2D3 + 4C3D2 + -4C3D3 + C4D + 2C5 + -2C5D + -1D5) = 0
(-2CD4 + 2CD5 + 2C2D3 + 4C3D2 + -4C3D3 + C4D + 2C5 + -2C5D + -1D5) = 0

Solving
-2CD4 + 2CD5 + 2C2D3 + 4C3D2 + -4C3D3 + C4D + 2C5 + -2C5D + -1D5 = 0

Solving for variable 'C'.

The solution to this equation could not be determined.

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