Introduces differential and integral calculus. Develops the concepts of calculus as applied to polynomials, logarithmic, and exponential functions. Topics include: limits, derivatives, techniques of differentiation, applications to extrema and graphing; the definite integral; the fundamental theorem of calculus, applications; logarithmic and exponential functions, growth and decay; partial derivatives. Appropriate for students in the biological, management, computer and social sciences.
Code
MA1030
Name
CALCULUS I
Credits
4
Pre-requisites
MA1025CCM OR ELECMA-30 OR MA1025GE120
Co-requisites
None
Can be taken twice for credit?
No
Discipline
MA (Mathematics)
Level
Undergraduate
Type
CCM
CAMS ID
4501
Last update with CAMS
Develop a positive approach to mathematics.
Appreciate the use of mathematics in modeling the world.
Reason with quantitative information – in words, numbers and graphs and charts.
Clearly communicate quantitative information in words, in numbers and with graphs.
Develop strategies for solving problems.
Understand concepts behind differential calculus, including calculation of derivatives using various techniques.
Understand concepts behind integral calculus, including calculation of definite and indefinite integrals using various techniques.
Show competency in using both algebraic and geometric interpretations of the concepts of calculus.
Be able to apply the techniques (including linearization and optimization) of differential and integral calculus to problems in other disciplines.
Term Code Name
Fall 2020 MA1030B CALCULUS I
Spring 2021 MA1030A CALCULUS I
Fall 2021 MA1030A CALCULUS I
Fall 2021 MA1030B CALCULUS I