Find the maximum profit and number of units that must be produced and sold (in that order) in order to yield the maximum profit. R(x) = 5x, C(x) = 0.001x² +1.2x+60 (TYPE YOUR ANSWER IN AS A WHOLE NUMBER OR FRACTION OR DECIMAL ROUNDED TO 2 DECIMALS AS NEEDED! ONLY TYPE IN THE WHOLE NUMBER, FRACTION, OR DECIMAL! DO NOT PLACE ANY UN-NECESSARY SPACES IN YOURANSWER!) For example: If the max profit is $500 and units sold is 50, then type it in as ($500,50) or (500,50) or ($500,50Ounits) or (500,50units).
Find the maximum profit and number of units that must be produced and sold (in that order) in order to yield the maximum profit. R(x) = 5x, C(x) = 0.001x² +1.2x+60 (TYPE YOUR ANSWER IN AS A WHOLE NUMBER OR FRACTION OR DECIMAL ROUNDED TO 2 DECIMALS AS NEEDED! ONLY TYPE IN THE WHOLE NUMBER, FRACTION, OR DECIMAL! DO NOT PLACE ANY UN-NECESSARY SPACES IN YOURANSWER!) For example: If the max profit is $500 and units sold is 50, then type it in as ($500,50) or (500,50) or ($500,50Ounits) or (500,50units).
Chapter3: Functions
Section3.3: Rates Of Change And Behavior Of Graphs
Problem 3SE: How are the absolute maximum and minimum similar to and different from the local extrema?
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