The profit function for a firm making widgets is P(x) = 154x − x2 − 1200. Find the number of units at which maximum profit is achieved. x = units Find the maximum profit. $
The profit function for a firm making widgets is P(x) = 154x − x2 − 1200. Find the number of units at which maximum profit is achieved. x = units Find the maximum profit. $
Chapter4: Linear Functions
Section4.2: Modeling With Linear Functions
Problem 1SE: Explain how to find the input variable in a word problem that uses a linear function.
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The profit function for a firm making widgets is
P(x) = 154x − x2 − 1200.
Find the number of units at which maximum profit is achieved.
x = units
Find the maximum profit.
$
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