Question: . Compute the tangent line of the function f(:I:) = log(:1:2 + 1) at the point x = 2. (Section 2.1) . Approximate the value


. Compute the tangent line of the function f(:I:) = log(:1:2 + 1) at the point x = 2. (Section 2.1) . Approximate the value of V4.1 using a linear approximation. (Section 2.9) . Determine the global maxima/minima of the function f(:) = :53 12:13 + 1 on the interval [3, 5]. (Section 3.1. It would also be good to review section 3.3.) . A ball is thrown directly up from a height of 0m with an initial speed of Zm/s. Calculate the height of the apex of the throw. (Section 3.9.) . Compute the arclength of the graph of f (51:) : 3:1:3/2 between :1: = 1 and :2: = 5. (Section 5.4.) . Compute the area trapped by the curves y = 2m and y = 232. (Section 5.1.)
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