x=(5-z^2)(z^3-2z+3)

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Solution for x=(5-z^2)(z^3-2z+3) equation:


Simplifying
x = (5 + -1z2)(z3 + -2z + 3)

Reorder the terms:
x = (5 + -1z2)(3 + -2z + z3)

Multiply (5 + -1z2) * (3 + -2z + z3)
x = (5(3 + -2z + z3) + -1z2 * (3 + -2z + z3))
x = ((3 * 5 + -2z * 5 + z3 * 5) + -1z2 * (3 + -2z + z3))
x = ((15 + -10z + 5z3) + -1z2 * (3 + -2z + z3))
x = (15 + -10z + 5z3 + (3 * -1z2 + -2z * -1z2 + z3 * -1z2))
x = (15 + -10z + 5z3 + (-3z2 + 2z3 + -1z5))

Reorder the terms:
x = (15 + -10z + -3z2 + 5z3 + 2z3 + -1z5)

Combine like terms: 5z3 + 2z3 = 7z3
x = (15 + -10z + -3z2 + 7z3 + -1z5)

Solving
x = 15 + -10z + -3z2 + 7z3 + -1z5

Solving for variable 'x'.

Move all terms containing x to the left, all other terms to the right.

Simplifying
x = 15 + -10z + -3z2 + 7z3 + -1z5

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