F(X)=(32-x)(40-x)

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Solution for F(X)=(32-x)(40-x) equation:


Simplifying
F(X) = (32 + -1x)(40 + -1x)

Multiply F * X
FX = (32 + -1x)(40 + -1x)

Multiply (32 + -1x) * (40 + -1x)
FX = (32(40 + -1x) + -1x * (40 + -1x))
FX = ((40 * 32 + -1x * 32) + -1x * (40 + -1x))
FX = ((1280 + -32x) + -1x * (40 + -1x))
FX = (1280 + -32x + (40 * -1x + -1x * -1x))
FX = (1280 + -32x + (-40x + 1x2))

Combine like terms: -32x + -40x = -72x
FX = (1280 + -72x + 1x2)

Solving
FX = 1280 + -72x + 1x2

Solving for variable 'F'.

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

Divide each side by 'X'.
F = 1280X-1 + -72xX-1 + x2X-1

Simplifying
F = 1280X-1 + -72xX-1 + x2X-1

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