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MATH 1350 CCE

Course Credit by Examination
MATH 1350鈥擲urvey of Calculus

Four Semester Hours

MT 8/12

Prerequisites

University Requisite: MATH 1321 or (C or better in 1200), or math placement level 2 or higher and WARNING: not MATH 2301

Course Description

Presents a survey of basic concepts of calculus. For students who want an introduction to calculus, but do not need the depth of 2301 and 2302. Note: Students cannot earn credit for both 1350 and 2301.

Textbook and Supplies

  • Barnett, Raymond, Michael Ziegler, and Karl Byleen. Calculus for Business, Economics, Life Sciences, and Social Sciences. 13th ed. Pearson, 2014. [ISBN: 9780321869838]

You may use a calculator for your study and on the examination, although it may not be of great help. The calculator must have only basic functions (a TI-30 or similar); you may not use a TI-82, TI-85, TI-92, or similar models from Hewlett-Packard or other manufacturers.  

In addition to the textbook mentioned above, there are several texts that cover the material of this course syllabus. The following are other options. (If you already have one of these texts, you may use it in place of the required text, although you will have to determine from the index where to find the topics covered on the examination.) 

  • Lial, Greenwell, and Ritchey. Calculus with Applications. 9th ed. Addison Wesley, 2007. 
  • Ramaley. Applied Calculus. Wm. C. Brown Company, 1996.

Reading Assignments

The examination will cover the following topics: 

  • Chapter 2鈥擣unctions, Limits, and the Derivative 
    • Study Sections 2.1 to 2.6 
  • Chapter 3鈥擫imits and the Derivative 
    • Study Sections 3.1 through 3.5; this is the core chapter of the course. 
  • Chapter 4鈥擜dditional Derivative Topics 
    • Study all sections thoroughly; pay special attention to 4.1, 4.2, 4.3, and 4.4. 
  • Chapter 5鈥擥raphing and Optimization 
    • Study all sections from 5.1 to 5.6. 
  • Chapter 6鈥擨ntegration; 
    • Study 6.1, 6.2, 6.4, and 6.5. 
  • Chapter 7鈥擜dditional Integration Topics
    • Study 7.1 and 7.2. 

You may omit the study of 鈥淎lternative Sections鈥 from all assigned chapters. Be sure that you learn the techniques of solving problems as illustrated by 鈥淓xamples鈥 in the chapters, and review the key ideas presented in the 鈥淐hapter Review鈥 for each assigned chapter. It will be to your benefit to work the 鈥淩eview Exercises鈥 and 鈥淐hapter Tests鈥 for practice. I may select problems for the examination from these sources.

Nature of the Examination

The examination has a total of 115 possible points, divided as follows: 

  1. A true/false problem and a fill-in-the-blanks section based on overall factual knowledge of the course. (Total credit: 15 points) 
  2. Five problems based on rules of differentiation, curve sketching, and solving optimization problems using concepts of calculus. (Total credit: 50 points) 
  3. Five additional problems drawn from all assigned sections of the chapters, plus an additional bonus problem for extra credit. (Total credit: 50 points, 10 points for bonus)

You will be allowed three hours to complete the examination. All materials will be provided; you are not permitted to use books, notes, or supplementary aids, except your calculator. Remember, your calculator must conform to the requirements listed under 鈥淭extbook and Calculator鈥 of this section. 

Grading Criteria

Assigned point credits for each problem will be indicated. You will earn some 鈥済oodwill points鈥 for neat and organized answers written legibly and fully. Your final grade will be based on the percentage of total credit points earned.