A manufacturer is making a special voltage small electronic battery. The total cost, C, (in thousands of dollars) to make the batteries is a function of the number of batteries made u (in thousands) and is given by C(u) = 0.0022 · u? + 0.1 · u + 310. The manufacturer plans to charge wholesalers $2.20 per battery A. What is the marginal profit at the production level of 393 thousand batteries? | (nearest 0.01) B. What is the marginal profit at the production level of 883 thousand batteries? (nearest 0.01) C. At what production level will profit be maximized? (Show your work) thousand (nearest 1000)
A manufacturer is making a special voltage small electronic battery. The total cost, C, (in thousands of dollars) to make the batteries is a function of the number of batteries made u (in thousands) and is given by C(u) = 0.0022 · u? + 0.1 · u + 310. The manufacturer plans to charge wholesalers $2.20 per battery A. What is the marginal profit at the production level of 393 thousand batteries? | (nearest 0.01) B. What is the marginal profit at the production level of 883 thousand batteries? (nearest 0.01) C. At what production level will profit be maximized? (Show your work) thousand (nearest 1000)
Chapter2: Functions And Their Graphs
Section2.4: A Library Of Parent Functions
Problem 47E: During a nine-hour snowstorm, it snows at a rate of 1 inch per hour for the first 2 hours, at a rate...
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