Unit 6 Integration Concepts
This unit marks the midpoint of calculus. As the former units discussed differentiation, this unit will establish its antithesis, antidifferentiation or integration. Students will discover that as differentiation involves velocity at a given point, integration involves area in a given boundary. The Fundamental Theorem of Calculus will be introduced to convey the basic connections between differentiation and integration.
DATES |
THE LECTURES |
HELPFUL VIDEOS |
Assignments |
December 16 - January 6
|
January 9 - January 10
|
page 270: 1-6, 16-18, 26, page 312: 7, 8
|
January 11 - January 19
|
page 316: 15-24, page 302: 5- 5 (odd)
|
February 3 - February 6
UNIT 6/UNIT 7 REVIEW BEFORE EXAMINATION* |
February 7 - February 8
EXAMINATION DAY* |
Sources
Textbook Finney, L., Waits, B., Demana, F., Kennedy, D. (2007). Calculus: Graphical, Numerical, Algebraic (3rd ed.). New Jersey: Prentice Hall.
Videos www.patrickjmt.com
Textbook Finney, L., Waits, B., Demana, F., Kennedy, D. (2007). Calculus: Graphical, Numerical, Algebraic (3rd ed.). New Jersey: Prentice Hall.
Videos www.patrickjmt.com