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Course Details

 

Course Details

Course Code: MATH226 Course ID: 4085 Credit Hours: 3 Level: Undergraduate

This is the second course of a three part Calculus sequence. It is designed to extend the concepts learned in Calculus I to the concepts and techniques of integral calculus. Topics include the basics of integration (anti-derivatives, substitution, and the Fundamental Theorem), applications of integration (motion, area), L’Hopital’s Rule (indeterminate quotients, indeterminate forms), elementary function inverses (inverse functions, Calculus of inverses, trigonometry function inverses, Calculus of these inverses), techniques of integration (tables, powers of Sine and Cosine, other Trigonometric powers, by parts, trigonometric substitution, and numerical analysis), improper integrals, integral applications (average value, volumes by cross-sections, disk & washers, shells, arc lengths, and work). (Prerequisite: MATH225)

Prerequisites

Course Schedule

Registration Dates Course Dates Start Month Session Weeks
05/21/2022 - 11/04/2022 11/07/2022 - 02/26/2023 November Fall 2022 Session K 16 Week session
06/28/2022 - 12/02/2022 12/05/2022 - 03/26/2023 December Fall 2022 Session C 16 Week session
07/25/2022 - 12/30/2022 01/02/2023 - 04/23/2023 January Winter 2023 Session A 16 Week session
08/29/2022 - 02/03/2023 02/06/2023 - 05/28/2023 February Winter 2023 Session K 16 Week session
09/26/2022 - 03/03/2023 03/06/2023 - 06/25/2023 March Winter 2023 Session C 16 Week session

Current Syllabi

After completing the course, you will be able to:

1. Use anti-derivatives.
2. Use the Fundamental Theorem of Calculus to solve problems of motion and area.
3. Solve indeterminate limits using L’Hopital’s rule.
4. Solve Calculus problems with exponential and logarithmic functions.
5. Evaluate inverse trig functions.
6. Integrate functions uses techniques for powers, partial fractions, by parts, and trigonometric substitution.
7. Use numerical integration to approximate integrals using the trapezoidal rule.
8. Solve improper integrals.
9. Apply integration to problems involving average value, volumes, arc lengths and work.

After completing the course, you will be able to:

1. Use anti-derivatives.
2. Use the Fundamental Theorem of Calculus to solve problems of motion and area.
3. Solve indeterminate limits using L’Hopital’s rule.
4. Solve Calculus problems with exponential and logarithmic functions.
5. Evaluate inverse trig functions.
6. Integrate functions uses techniques for powers, partial fractions, by parts, and trigonometric substitution.
7. Use numerical integration to approximate integrals using the trapezoidal rule.
8. Solve improper integrals.
9. Apply integration to problems involving average value, volumes, arc lengths and work.

Book Title:Thinkwell Calculus Online Materials - Thinkwell will send a user name and password to your primary email address on the first day of class. Instructions provided inside the classroom.
ISBN:THINKWELL-CALC
Publication Info:Thinkwell
Unit Cost:$67.50
Electronic Unit Cost:$35.00
 

Previous Syllabi

Not current for future courses.