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13 Nov 2019
M215 Test-3-Curve Due 8:30am (11/27/2017) Name (print) Note: Must show all work. One point for each completely/correctly answered problem. Due at 8:30am sharp. Open book. Collaboration encouraged! However, you must write up your own solutions, and write the names of collaborators here: 1. Fr f(s) = 2rs + 3r'-36z, find r, f. and simplify them, then find a), the critical points, b). the local maxima and local minima. c). the intervals of concavity and the inflection points 2. For (x) ze, find f, f" and simplify them, then find a). the critical points, b). the local maxima and local minima. c)ãthe intervals of concavity and the inflection points.
M215 Test-3-Curve Due 8:30am (11/27/2017) Name (print) Note: Must show all work. One point for each completely/correctly answered problem. Due at 8:30am sharp. Open book. Collaboration encouraged! However, you must write up your own solutions, and write the names of collaborators here: 1. Fr f(s) = 2rs + 3r'-36z, find r, f. and simplify them, then find a), the critical points, b). the local maxima and local minima. c). the intervals of concavity and the inflection points 2. For (x) ze, find f, f" and simplify them, then find a). the critical points, b). the local maxima and local minima. c)ãthe intervals of concavity and the inflection points.
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Casey DurganLv2
13 Nov 2019