2xy(z-3)-(xy+1)(3z-4)-z(3+xy)2xy(1+z)=4-8xy

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Solution for 2xy(z-3)-(xy+1)(3z-4)-z(3+xy)2xy(1+z)=4-8xy equation: 


Simplifying
2xy(z + -3) + -1(xy + 1)(3z + -4) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy

Reorder the terms:
2xy(-3 + z) + -1(xy + 1)(3z + -4) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy
(-3 * 2xy + z * 2xy) + -1(xy + 1)(3z + -4) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy
(-6xy + 2xyz) + -1(xy + 1)(3z + -4) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy

Reorder the terms:
-6xy + 2xyz + -1(1 + xy)(3z + -4) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy

Reorder the terms:
-6xy + 2xyz + -1(1 + xy)(-4 + 3z) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy

Multiply (1 + xy) * (-4 + 3z)
-6xy + 2xyz + -1(1(-4 + 3z) + xy(-4 + 3z)) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy
-6xy + 2xyz + -1((-4 * 1 + 3z * 1) + xy(-4 + 3z)) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy
-6xy + 2xyz + -1((-4 + 3z) + xy(-4 + 3z)) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy
-6xy + 2xyz + -1(-4 + 3z + (-4 * xy + 3z * xy)) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy
-6xy + 2xyz + -1(-4 + 3z + (-4xy + 3xyz)) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy

Reorder the terms:
-6xy + 2xyz + -1(-4 + -4xy + 3xyz + 3z) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy
-6xy + 2xyz + -1(-4 + -4xy + 3xyz + 3z) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy
-6xy + 2xyz + (-4 * -1 + -4xy * -1 + 3xyz * -1 + 3z * -1) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy
-6xy + 2xyz + (4 + 4xy + -3xyz + -3z) + -1z(3 + xy) * 2xy(1 + z) = 4 + -8xy

Reorder the terms for easier multiplication:
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + -1 * 2z * xy(3 + xy)(1 + z) = 4 + -8xy

Multiply -1 * 2
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + -2z * xy(3 + xy)(1 + z) = 4 + -8xy

Multiply z * xy
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + -2xyz(3 + xy)(1 + z) = 4 + -8xy

Multiply (3 + xy) * (1 + z)
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + -2xyz(3(1 + z) + xy(1 + z)) = 4 + -8xy
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + -2xyz((1 * 3 + z * 3) + xy(1 + z)) = 4 + -8xy
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + -2xyz((3 + 3z) + xy(1 + z)) = 4 + -8xy
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + -2xyz(3 + 3z + (1 * xy + z * xy)) = 4 + -8xy
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + -2xyz(3 + 3z + (1xy + xyz)) = 4 + -8xy

Reorder the terms:
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + -2xyz(3 + 1xy + xyz + 3z) = 4 + -8xy
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + -2xyz(3 + 1xy + xyz + 3z) = 4 + -8xy
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + (3 * -2xyz + 1xy * -2xyz + xyz * -2xyz + 3z * -2xyz) = 4 + -8xy

Reorder the terms:
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + (-6xyz + -6xyz2 + -2x2y2z + -2x2y2z2) = 4 + -8xy
-6xy + 2xyz + 4 + 4xy + -3xyz + -3z + (-6xyz + -6xyz2 + -2x2y2z + -2x2y2z2) = 4 + -8xy

Reorder the terms:
4 + -6xy + 4xy + 2xyz + -3xyz + -6xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = 4 + -8xy

Combine like terms: -6xy + 4xy = -2xy
4 + -2xy + 2xyz + -3xyz + -6xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = 4 + -8xy

Combine like terms: 2xyz + -3xyz = -1xyz
4 + -2xy + -1xyz + -6xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = 4 + -8xy

Combine like terms: -1xyz + -6xyz = -7xyz
4 + -2xy + -7xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = 4 + -8xy

Add '-4' to each side of the equation.
4 + -2xy + -7xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -4 + -3z = 4 + -4 + -8xy

Reorder the terms:
4 + -4 + -2xy + -7xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = 4 + -4 + -8xy

Combine like terms: 4 + -4 = 0
0 + -2xy + -7xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = 4 + -4 + -8xy
-2xy + -7xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = 4 + -4 + -8xy

Combine like terms: 4 + -4 = 0
-2xy + -7xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = 0 + -8xy
-2xy + -7xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = -8xy

Solving
-2xy + -7xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = -8xy

Solving for variable 'x'.

Reorder the terms:
-2xy + 8xy + -7xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = -8xy + 8xy

Combine like terms: -2xy + 8xy = 6xy
6xy + -7xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = -8xy + 8xy

Combine like terms: -8xy + 8xy = 0
6xy + -7xyz + -6xyz2 + -2x2y2z + -2x2y2z2 + -3z = 0

The solution to this equation could not be determined.

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