MATH 120 Study Guide - Midterm Guide: Cookware And Bakeware, Inverse Function, Rational Number
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All eight questions are of equal value: differentiate each of the following functions and in each case give the domain. 1 xg xh (b) (c: evaluate the following limits (a) lim. 0+ x x ln x sin( (b) lim. 2 x k = const. (a) graph the equation y xf sin4 x. In particular, find all local maxima and minima and all inflection points. (b) find the maximum and minimum values of f(x) on the interval. ,0[ xf: let (a) sketch the graph of the equation. Indicate any local extrema and inflection y (b) sketch the graph of the inverse function (c) find the domain and range of g(x). (d) evaluate: consider an open top rectangular baking pan with base dimensions x centimetres by. 1 x y centimetres and height z centimetres that is made from a square centimetres of tin plate Suppose for some fixed constant p. y = px.
