SOLUTION: The profit function for the Haggard Apple Orchard`s out-of-state sales is
P(x) = -x squared + 276x - 11,454, where x is the number of pounds of apples in hundreds and P(x) is the
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-> SOLUTION: The profit function for the Haggard Apple Orchard`s out-of-state sales is
P(x) = -x squared + 276x - 11,454, where x is the number of pounds of apples in hundreds and P(x) is the
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Question 193257: The profit function for the Haggard Apple Orchard`s out-of-state sales is
P(x) = -x squared + 276x - 11,454, where x is the number of pounds of apples in hundreds and P(x) is the profit in dollars. How many pounds should be sold out of state to produce a maximum profit, and what is that profit?
You can put this solution on YOUR website! P(x) = -x squared + 276x - 11,454, where x is the number of pounds of apples in hundreds and P(x) is the profit in dollars. How many pounds should be sold out of state to produce a maximum profit, and what is that profit?
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P(x) = -x squared + 276x - 11,454
P(x) = -x^2 + 276x - 11454
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max occurs when x = -b/2a = -276/(2*-1) = 138
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Sell 138 lbs. out-of-state to maximize profit.
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Cheers,
Stan H.
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