a sporting goods store uses quadratic equations to monitor the daily cost and profit for various items it…

a sporting goods store uses quadratic equations to monitor the daily cost and profit for various items it sells. the stores daily profit, y, when soccer balls are sold at x dollars each, is modeled by y = -6x² + 100x - 180. why is there an interval over which the graph decreases? if the store sells more soccer balls, they can decrease the price. if the soccer balls are returned for a refund, the store will lose money. if the soccer balls are too expensive, fewer will be sold, reducing profit. done

a sporting goods store uses quadratic equations to monitor the daily cost and profit for various items it sells. the stores daily profit, y, when soccer balls are sold at x dollars each, is modeled by y = -6x² + 100x - 180. why is there an interval over which the graph decreases? if the store sells more soccer balls, they can decrease the price. if the soccer balls are returned for a refund, the store will lose money. if the soccer balls are too expensive, fewer will be sold, reducing profit. done

Answer

Answer:

If the soccer balls are too expensive, fewer will be sold, reducing profit.

Brief Explanations:

The profit - price relationship shows that as price ($x$) increases beyond a certain point, demand drops, reducing profit ($y$), causing the graph to decrease.