Revenue Information The selling price for one serub doggy is 59. Ax−−60 and 50 , we can observe that R(x)−0. Which equat
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Revenue Information The selling price for one serub doggy is 59. Ax−−60 and 50 , we can observe that R(x)−0. Which equat
Revenue Information The selling price for one serub doggy is 59. Ax−−60 and 50 , we can observe that R(x)−0. Which equates to a revenue of 50 . When x−5, the largest revenue is represented by the vertex. Price =9+0.15(−5)=$8.25 As a result, we can conclude that: 1. The company's minimum expected revenue is $0 2. The company's maximum revenue will be 44537.5 3. In this case, the company must sell its products for 58.25 in order to make the maximum revenue.
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