# MATH 1160: ELEMENTARY APPLIED CALCULUS. Spring Semester 2016

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1 MATH 1160: ELEMENTARY APPLIED CALCULUS Spring Semester 2016 Instructor Dr. Charles Y. Kang CRN Days Time Course Num/Sec Classroom Location MW 2:00-3:15 PM MATH 1160/51 D237 A Course in the General Education Program Program Description: The General Education Program at KSU offers a common academic experience for all its students. In a series of interrelated courses in the liberal arts and sciences, it provides the opportunity for them to acquire the intellectual skills and knowledge characteristic of educated persons in a diverse, global community. Thus, it lays the foundation for success in their academic, professional, and personal arenas. Whereas the major program contributes depth to a college education in a designated specialization, the General Education Program provides breadth of understanding by providing an introduction, connection, and integration to a variety of disciplines needed by educated persons. Page 1 of 7

3 Course Description: MATH Elementary Applied Calculus 3 Class Hours 0 Laboratory Hours 3 Credit Hours Prerequisite: A grade of C or better grade in MATH 1111, MATH 1112 or MATH Uses techniques of college algebra and elementary calculus to analyze and model real world phenomena. The emphasis will be on applications using an intuitive approach to the mathematics rather than formal development. Topics include graphs, derivatives, and integrals of functions. The course incorporates collaborative learning, oral and written reports, and technology. Expected Learning Outcomes: 1. The student will demonstrate an understanding of the relationship between slope, average rate of change, instantaneous rate of change, and the derivative. 2. The student will demonstrate an understanding of the numeric, graphical and algebraic determination of limits. 3. The student will be able to find the derivative of a function using the appropriate technique from the following: power rule, product rule, quotient rule, chain rule. 4. The student will be able to find relative minimums and/or maximums, absolute minimums and/or maximums and the inflection point using differentiation. 5. The student will be able to find the derivative of exponential and logarithmic functions. 6. The student will be able to solve application problems involving optimization, elasticity of demand, exponential growth, and exponential decay using the concepts of differentiation. 7. The student will demonstrate an understanding of the relationship between the derivative and the definite integral of a function. 8. The student will be able to use the Fundamental Theorem of Calculus to determine the definite integral of a function. 9. The student will be able to calculate the area between two curves using the definite integral. 10. The student will be able to solve application problems involving average value, present value, future value, consumers' surplus and producers' surplus using the definite integral. Page 3 of 7

4 Instructor Information and Policies for this course Instructor: Dr. Charles Y. Kang (Please indicate Math 1160 in the subject line) Phone: Webpage: Office: D234 Office Hours: MW 3:20 3:50pm, TR 5:40 6:30pm, or by appointment Textbook: Calculus and Its Applications, 11th Edition, by Marvin L. Bittinger, David Ellenbogen, and Scott Surgent. Calculator: Calculators may NOT be used on tests or class work, unless instructed otherwise. If allowed, you may use the following family or calculators: TI-83, TI-83+, or TI-84. It is the responsibility of the student to learn the ins and outs of his/her own calculator. Online Resource: MyMathLab (includes access to the complete etext version of Calculus and Its Applications, 11th Edition). Homework and Classwork: Homework will be assigned regularly and will be done via MyMathLab. New books purchased at the KSU and General bookstores should come bundled with a subscription to MyMathLab. Anyone just wanting to purchase the subscription to MyMathLab (without purchasing the textbook) can either purchase a MyMathLab registration code at the bookstore, or present their plastic online at the MyMathLab website ( to subscribe. Instructor s MyMathLab Course ID: kang14157 There will be classwork to be done and turned in during most classes. The dates for classwork may NOT be announced, so please attend all lectures. Tests: There will be a total of three (3) tests throughout the semester (not counting the final exam). All tests are mandatory, but your lowest test percentage will be replaced by the final exam percentage.* At most one make-up test may be allowed at the instructor s discretion. Its request must be made with valid documented reasons, and, if approved, the make-up test must be taken a prior to the scheduled test time. A make-up exam after the scheduled test time will not be given under any circumstances. Page 4 of 7

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