Math 118 - Intro to Quantitative Analysis II
Study Guide - Quiz #5
     
    1. Given a graph of a function f(x), an interval [a,b], and a number n, draw the left boxes and right boxes for approximating the integral from a to b of f(x)  by using a left sum and a right sum with n subintervals (see Study Guide for 13.1).
    2. State the Fundamental Theorem of Calculus (verbatim).
    3. Evaluate indefinite integrals involving u-substitution, such as 12.2 # 1 - 32.
    4. Use indefinite integrals to solve applications problems such as 12.1 # 39 - 42, 12.2 # 41, 42, and 12.4 # 1-10, 15-20.
    5. Use indefinite integrals to solve applications problems such as 12.4 # 15-20.
    6. Approximate definite integrals using left sums and right sums, both with a function given by a formula and a function given by a table, such as 13.1 #1 - 8, 37, 38.
    7. Evaluate definite integrals, such as 13.2 # 1 - 20 or RUReady problems under Definite Integral.
    8. Given a demand curve, find the elasticity of demand at a given price, and interpret this in terms of what a small increase in price will do to (a) quantity sold, and (b) revenue (problems such as 11.5 # 1-7 and RUReady problems under Elasticity).