MAT 285 Study Guide - Midterm Guide: Fxx, Saddle Point, Inflection Point

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9 Jan 2019
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MAT 285 Full Course Notes
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Problem 1. (5 points) find the equation of the line through the points (-2, 3) and (1, 0) Problem 2. (3 points} describe the domain of f(x) = "7!% Solve ln(x + 13) = 2 for x. {9 points} let f(x) = ~=~rn=~~~ and compute the following limits. If a limit does not exist write "does not exist". (i) limx(cid:157) o f(x) = (ii) limx(cid:157) -1 f(x) = (iii) limx(cid:157) 2 j(x) = Problem 5. (7 points) the size of a population of bacteria is given by f(t) = 1500ekt where k is a constant and the variable t is time measured in days. (i) if k < 0 this population will. Circle one: die out increase indefinitely (ii) let k = 0. 2 and find the number of days needed for this function to reach 3000. {6 points} using the definition of the derivative as a limit compute the derivative of f(x) = x 2 -12x.

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