Solutions Calculus

For a, particular commodity, its price per unit in dollars is given by p(x)=120-(x^2)/(10)

Question: For a, particular commodity, its price per unit in dollars is given by

\[p\left( x \right)=120-\frac{{{x}^{2}}}{10}\]

where x, measured in thousands, is the number of units sold. This function is valid on the interval [0, 34]. How many units must be sold to maximize revenue?

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