MATH 1071Q Study Guide - Quiz Guide: Antiderivative, Marginal Revenue, Marginal Cost
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+ c x: use antiderivatives to nd cost and revenue functions from marginal cost and revenue (and other similar examples). Check your work by taking the derivatives of the functions you get. (a) z 3x2 + 2x dx (b) z x + + 3ex dx (d) z t4 + 4 t2 dt (e) z (x + )(x + 3) dx: is f (x) = ln (2x2 + 1) + c an antiderivative of f (x) = Why or why not: kyle nds that for his designer co ee bean business the marginal revenue is 30 2x where x is in bags of beans produced and sold. How much should he produce to maximize revenue: mia is selling handmade watches. The marginal cost function for a watch is given by. More practice from textbook 6. 1: you should do as many problems from each set (1-38, 39-55, 56-57), as needed until you are comfortable with these techniques.
