Section 5.2 The Definite Integral

Students will be able to:
- using a finite number of subintervals of a specific interval and right hand or left hand endpoints calculate the Riemann sum for a function on that interval.
- using a finite number of subintervals of a specific interval and midtpoints of the subintervals, calculate teh Riemann sum for a function on that interval.
- calculate the definite integral of a function using the limit definition of the definite integral.
- using the properties of the Integral, calculate the definite integral of a function.

Learning Resources

TO DO for this section:

Read/study key definitions and examples from the textbook and/or the provided Powerpoint PDF files.
Watch the Pre-Recorded Video Lecture videos.
Study the Lecture Notes created from the pre-recorded video lectures.
Complete assignments that include this section. They are located in the Assignments section. SAVE and organize your written work.
Log on to Online Class and Office Hours sessions to ask questions.
For extra practice, check out the exercise sets from the textbook.