Since its beginnings, calculus has demonstrated itself to be one of humankind's greatest intellectual achievements. This versatile subject has proven useful in solving problems ranging from physics and astronomy to biology and social science. Through a conceptual and theoretical framework this course covers topics in differential calculus including limits, derivatives, derivatives of transcendental functions, applications of differentiation, L'Hopital's rule, implicit differentiation, and related rates.
Prerequisite: C- or better within past 3 years in MATH 120 Precalculus or permission of the Math and Statistics Department chair. Note: Students whose prerequisites are not identified by the system should contact the Math and Statistics department for an override at MATH@metrostate.edu.
4 Undergraduate credits
Effective August 1, 1998 to present
Meets graduation requirements for
- Successfully apply the methods and concepts of differential calculus to mathematically model and solve optimization problems of current interest in the sciences, economics, and engineering.
- Understand the concepts and methods of differential calculus.
- Understand, and be able to calculate, derivatives of polynomial, rational, trigonometric, exponential and logarithmic functions.
- Understand, and be able to utilize, differentiation rules, including the product, quotient, and Chain Rule.
|01||Calculus I||Samuel, Delia D||Books||Course details|
|01||Calculus I||Kaus, Cynthia C||Books||Course details|
|02||Calculus I||Mortabit, Abdessamad Green, Michael D||Books||Course details|
|50||Calculus I||Kaus, Cynthia C||Books||Course details|
|51||Calculus I||Kaus, Cynthia C||Books||Course details|