F(X)=(6X^2+11)(9X^3-4)

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Solution for F(X)=(6X^2+11)(9X^3-4) equation: 


Simplifying
F(X) = (6X2 + 11)(9X3 + -4)

Multiply F * X
FX = (6X2 + 11)(9X3 + -4)

Reorder the terms:
FX = (11 + 6X2)(9X3 + -4)

Reorder the terms:
FX = (11 + 6X2)(-4 + 9X3)

Multiply (11 + 6X2) * (-4 + 9X3)
FX = (11(-4 + 9X3) + 6X2 * (-4 + 9X3))
FX = ((-4 * 11 + 9X3 * 11) + 6X2 * (-4 + 9X3))
FX = ((-44 + 99X3) + 6X2 * (-4 + 9X3))
FX = (-44 + 99X3 + (-4 * 6X2 + 9X3 * 6X2))
FX = (-44 + 99X3 + (-24X2 + 54X5))

Reorder the terms:
FX = (-44 + -24X2 + 99X3 + 54X5)
FX = (-44 + -24X2 + 99X3 + 54X5)

Solving
FX = -44 + -24X2 + 99X3 + 54X5

Solving for variable 'F'.

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

Divide each side by 'X'.
F = -44X-1 + -24X + 99X2 + 54X4

Simplifying
F = -44X-1 + -24X + 99X2 + 54X4

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