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Simplifying 3xz + (5x + 3z)(7x + -2xz + y + -4z) = 0 Multiply (5x + 3z) * (7x + -2xz + y + -4z) 3xz + (5x * (7x + -2xz + y + -4z) + 3z * (7x + -2xz + y + -4z)) = 0 3xz + ((7x * 5x + -2xz * 5x + y * 5x + -4z * 5x) + 3z * (7x + -2xz + y + -4z)) = 0 Reorder the terms: 3xz + ((5xy + -20xz + 35x2 + -10x2z) + 3z * (7x + -2xz + y + -4z)) = 0 3xz + ((5xy + -20xz + 35x2 + -10x2z) + 3z * (7x + -2xz + y + -4z)) = 0 3xz + (5xy + -20xz + 35x2 + -10x2z + (7x * 3z + -2xz * 3z + y * 3z + -4z * 3z)) = 0 3xz + (5xy + -20xz + 35x2 + -10x2z + (21xz + -6xz2 + 3yz + -12z2)) = 0 Reorder the terms: 3xz + (5xy + -20xz + 21xz + -6xz2 + 35x2 + -10x2z + 3yz + -12z2) = 0 Combine like terms: -20xz + 21xz = 1xz 3xz + (5xy + 1xz + -6xz2 + 35x2 + -10x2z + 3yz + -12z2) = 0 Reorder the terms: 5xy + 3xz + 1xz + -6xz2 + 35x2 + -10x2z + 3yz + -12z2 = 0 Combine like terms: 3xz + 1xz = 4xz 5xy + 4xz + -6xz2 + 35x2 + -10x2z + 3yz + -12z2 = 0 Solving 5xy + 4xz + -6xz2 + 35x2 + -10x2z + 3yz + -12z2 = 0 Solving for variable 'x'. The solution to this equation could not be determined.
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