The owner of a resale shop is analyzing the revenue for the year. Profit is modeled by the function p (x) = x2 - 14x + 485, where p (x) represents profit and x represents the number of items sold. How many items must he sell in order for his profit to be $500?

Question

Adriel Parks

Mathematics

29 April, 08:21

The owner of a resale shop is analyzing the revenue for the year. Profit is modeled by the function p (x) = x2 - 14x + 485, where p (x) represents profit and x represents the number of items sold. How many items must he sell in order for his profit to be $500?

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Alyson Terrell · Answer 1

what you got to do is you have to pee X 2 which which will give you an answer and you will subtracted by 4 + 485 which will give u p xthen you have your answer you can do it backwards like pee times 485 + 14 * - 2 equals P x