For students in biological science and related fields. Emphasizes modeling and applications to biology. Integral calculus and applications. Students cannot receive credit for more than one of MATH 242, MATH 247, MATH 252.
Grading Options:
Optional; see degree guide or catalog for degree requirements
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January 11:
Drop this course (100% refund, no W recorded; after this date, W's are recorded)
January 11:
Process a complete drop (90% refund, no W recorded; after this date, W's are recorded)
January 12:
Process a complete withdrawal (90% refund, W recorded)
January 12:
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January 13:
Add this course
January 13:
Last day to change to or from audit
January 19:
Process a complete withdrawal (75% refund, W recorded)
January 19:
Withdraw from this course (75% refund, W recorded)
January 26:
Process a complete withdrawal (50% refund, W recorded)
January 26:
Withdraw from this course (50% refund, W recorded)
February 2:
Process a complete withdrawal (25% refund, W recorded)
February 2:
Withdraw from this course (25% refund, W recorded)
February 23:
Withdraw from this course (0% refund, W recorded)
For information on last day to Change Grade Option or Change Variable credit: Dates & Deadlines calendar
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Expanded Course Description
The course covers content from Chapters 4 and 5 of “Calculus for the Life Sciences”, by Adler.
The course text is a custom edition of “Modeling the Dynamics of Life: Calculus and Probability for the Life Sciences”, 3rd ed, by Adler. Either the custom edition or the national version of the text are sufficient for the course.
MATH 247 discusses techniques and applications of integral calculus, along with an introduction to single and coupled differential equations. Topics include integration rules for polynomial, exponential, logarithmic, and trigonometric functions and the substitution and parts techniques of integration. The differential equations content focuses on mathematical modeling and determining stability of equilibria in autonomous individual and coupled differential equations. Solutions for separable and certain autonomous differential equations are discussed.