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13 Nov 2019
Problem 4 (TWO PARTS) 1. State the first derivative test. . ir'ind the intervals where the function is increasing and decreasing for any two of the following functions. Using the first der vative test, state which critical value will give you your relative maximum/minimum. You DO NOT have to solve for relative test. x/min, just the value of c that would give me the min/max based off of the first derivative (a) f(z) = 2r3 + 3r2-36r (c) /(z-z3-4x (d) g(t) = et cost on [O
Problem 4 (TWO PARTS) 1. State the first derivative test. . ir'ind the intervals where the function is increasing and decreasing for any two of the following functions. Using the first der vative test, state which critical value will give you your relative maximum/minimum. You DO NOT have to solve for relative test. x/min, just the value of c that would give me the min/max based off of the first derivative (a) f(z) = 2r3 + 3r2-36r (c) /(z-z3-4x (d) g(t) = et cost on [O
Trinidad TremblayLv2
29 May 2019