MATH 205 Midterm: MATH 205 KSU Test 2f12

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Please read the problems carefully and do all you are asked to do. You can use the back page as a scratch paper. Total/100 #1 #2 #3 #4 #5 #6 #7 #8 #9. 3 ln x. (b)(4 points) g(t) = c t1/3. 2 (total points: 12). (a)(4 points) find the derivative of f (x) = (1 + x2)2011. (b)(4 points) find the derivative of f (x) = e3x2 (c)(4 points) find the derivative of f (x) = 8 ln( x). 3 (total points: 12). (a)(6 points) di erentiate p (t) = t2. E2t and simplify the result. (b)(6 points) find the derivative of y = x + 10. Graph the derivative of the following function on the same axes. 6 (total points: 12). q = 500 e 0. 001p. You may use that the second derivative of the revenue function is r (p) = (0. 0005p 1) e 0. 001p. 1 (b)(6 points) assume that f (4) = 10.

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