Mathematics: A small company shows the profits from their business with the function P(x)0.01x^2+60x-500, where x is the number of units they sell and P is the profit in dollars. a. How many units are sold by the company to earn the maximum profit? b. Between which numbers of units sold does the company show a profit?

What given circle are you talking about?...

A small company shows the profits from their business

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sgslayerkingminecraf

31.03.2021

Step-by-step explanation:

$a)\ \frac{dP}{dx}=0.02x+60=0,\ \frac{d^2P}{d^2x}=0.02\\ \\ \text{Since acceleration is always positive there is no maximum profit point, profit will always be increasing as more units are sold.}\\ \\ 0.01x^2+60x-5000\\ \\ x8.3\\ \\ \text{So the company will start to profit when it sells its 9th unit. I suspect by the questions asked that maybe the profit function provided may be a typo. It seems weird to ask for a maximum profit when there is no such thing for the equation given.}$

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