v(x)=x(20-12.9x)(30-22.9x)

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Solution for v(x)=x(20-12.9x)(30-22.9x) equation:


Simplifying
v(x) = x(20 + -12.9x)(30 + -22.9x)

Multiply v * x
vx = x(20 + -12.9x)(30 + -22.9x)

Multiply (20 + -12.9x) * (30 + -22.9x)
vx = x(20(30 + -22.9x) + -12.9x * (30 + -22.9x))
vx = x((30 * 20 + -22.9x * 20) + -12.9x * (30 + -22.9x))
vx = x((600 + -458x) + -12.9x * (30 + -22.9x))
vx = x(600 + -458x + (30 * -12.9x + -22.9x * -12.9x))
vx = x(600 + -458x + (-387x + 295.41x2))

Combine like terms: -458x + -387x = -845x
vx = x(600 + -845x + 295.41x2)
vx = (600 * x + -845x * x + 295.41x2 * x)
vx = (600x + -845x2 + 295.41x3)

Solving
vx = 600x + -845x2 + 295.41x3

Solving for variable 'v'.

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

Divide each side by 'x'.
v = 600 + -845x + 295.41x2

Simplifying
v = 600 + -845x + 295.41x2

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