Quiz Week 1

We will have a (warm-up) quiz Sec 11.1 on Friday, Sept 1, 2017. The quizzes will be collected but will not count toward your grade.

Practice problems for Sec 11.1 pages 694-705

  1. Relevant past topic:
    • What does it mean for a function to be continuous at a point? See Sec 2.5 pages 115-117 def 1 and 3.
    • Definition of a limit at infinity. See Sec 2.6 page 127.
    • Definition of an “infinite limit” at infinity. See Sec 2.6 page 137. In this situation, does the limit of f(x) (as x increases without bound) exist?
  2. Definitions and notations Sec 11.1 p1(a)-(c)
  3. Definition and examples of convergence/divergence Sec 11.1 p2(a)-(b)
  4. Finish WebAssign Sec 11.1 (access via HuskyCT)
    • Everyone can get 2-week free trial of WebAssign. But, if you don’t want to do online WebAssign homework, do instead Sec 11.1 Example 2, problems 23, 41, 47, 55, 74, 77.
  5. See also Sec 11.1 p65, 69, 71