A*x^3+B*x^2+C=0

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Solution for A*x^3+B*x^2+C=0 equation:


Simplifying
A * x3 + B * x2 + C = 0

Multiply A * x3
x3A + B * x2 + C = 0

Multiply B * x2
x3A + x2B + C = 0

Reorder the terms:
C + x2B + x3A = 0

Solving
C + x2B + x3A = 0

Solving for variable 'C'.

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

Add '-1x2B' to each side of the equation.
C + x2B + -1x2B + x3A = 0 + -1x2B

Combine like terms: x2B + -1x2B = 0
C + 0 + x3A = 0 + -1x2B
C + x3A = 0 + -1x2B
Remove the zero:
C + x3A = -1x2B

Add '-1x3A' to each side of the equation.
C + x3A + -1x3A = -1x2B + -1x3A

Combine like terms: x3A + -1x3A = 0
C + 0 = -1x2B + -1x3A
C = -1x2B + -1x3A

Simplifying
C = -1x2B + -1x3A

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