Lesson #7: Intervals of Increase and Decrease
Learning Target
C5.5: I can determine the intervals on which a function is increasing and decreasing (using the First
Derivative Test).
C5.6: I can determine determine the local extrema (maximum and minimum values) of a function.
Derivative Test).
C5.6: I can determine determine the local extrema (maximum and minimum values) of a function.
Notes
notes_-_process_for_finding_intervals_of_increase_and_decrease.pdf | |
File Size: | 47 kb |
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Videos
Note: In class we use function notation to denote the max and min values. For example, if a function has a
maximum value of 7 when x = -2, we would write f(-2) =7 when stating the relative max.
maximum value of 7 when x = -2, we would write f(-2) =7 when stating the relative max.
It is possible to find the relative max and min values using the Second Derivative test. (In class, we just use the First Derivative test.)
Textbook (Notes and Examples)
Page 167 - 170 Notes and 3 Examples
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Practice Questions
Textbook: pg. 170 - 171, Questions 4 a, b, f
Formative Assessments
fa_23_-_intervals_of_increase_and_decrease.pdf | |
File Size: | 30 kb |
File Type: |
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