You purchase 90 apples for 15 dollars and plan to sell them at the park for...

 

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You purchase 90 apples for 15 dollars and plan to sell them at the park for 53 cents each. Your profit can be determined by the function P(x) = 0.53 - 15 where P represents your profit and a represents the number of apples sold. Identify the practical domain of this function by filling in the blanks below. Minimum number of apples sold << Maximum number of apples sold Practical Domain: Identify the practical range of this function by filling in the blanks below. Do not include the dollar sign in your answers. Minimum Profit < P(x) ≤ Maximum Profit Practical Range: ≤ P(x) ≤ You purchase 90 apples for 15 dollars and plan to sell them at the park for 53 cents each. Your profit can be determined by the function P(x) = 0.53 - 15 where P represents your profit and a represents the number of apples sold. Identify the practical domain of this function by filling in the blanks below. Minimum number of apples sold << Maximum number of apples sold Practical Domain: Identify the practical range of this function by filling in the blanks below. Do not include the dollar sign in your answers. Minimum Profit < P(x) ≤ Maximum Profit Practical Range: ≤ P(x) ≤

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To identify the practical domain and range of the profit function Px 053x 15 in ... View the full answer