Introduction to Calculus
This online course covers the different applications of differential and integral calculus to characteristic problems in the public and private economic sectors. Students learn practical applications of calculus.
About this course:This course covers the different applications of both differential and integral calculus to representative problems characteristic of the public and private economic sectors. Major topics covered in differential calculus include optimization, applications of the first and second derivatives that will find the optimized and inflection values of various functions, integral calculus, and procedures for finding either area under one curve or between two curves. Students are expected to apply the relevant techniques from differential and integral calculus in a wide variety of real-world contexts related to the problem-solving needs of public and private sector organizations. Upon completing this course, students should be able to take first derivatives of functions to find minimum and maximum values and take second derivatives to find inflection points of a function. Students are expected to understand the fundamental theorem of calculus and its implications for applied real-world problems.
It is advisable that you complete the following (or equivalent) since they are prerequisites for Introduction to Calculus.
Fall 2019 Schedule
These courses are fully online, and there are no in-person classroom meetings.
Coursework must be submitted as Microsoft Word or Excel attachments.
Enrollment limited; early enrollment advised. Enrollment deadline: September 27, 2019. Internet access required. Materials required.
What you will learn.
- Understand how to identify and use first, second, and partial derivatives
- Relate the process of antidifferentiation to the process of differentiation
- Relate antiderivatives and indefinite integrals
- Understand the fundamental theorem of calculus and its implications for applied business problems
- Calculate the areas of curves