MATH 211 Lecture Notes - Lecture 1: Mean Value Theorem, Antiderivative, Inflection
12 Sep 2016
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Part i: copy and complete the following table. 3. 9 3. 99 3. 999 4 4. 001 4. 01 4. 1 x f x. 4 f x (c) what can you conclude about f x lim x. 1 if x if x determine if the function is continuous at. 0 use the 3-step definition of continuity at a point to. 0x if discontinuous, is it removable or non-removable: find all vertical asymptote equations, if any. Be sure to use and d. n. e. appropriately where applicable. 4 x: find the equation of the tangent line to graph of f x. 4, 7 : recall the position function for free-falling objects: s t t. Where s t gives the height in feet of the object above the ground after falling for t seconds. Use derivative rules to find and simplify the derivative. 3 tan x y x ln cos x. Use properties of logarithms and/or logarithmic differentiation to find the derivative.
