Calculus 1 (MATH 1100)
This course is designed to provide students with a fundamental knowledge of differential calculus. Topics include the concepts of limit and continuity; rates of change; basic differentiation rules; derivatives of algebraic and transcendental functions; applied optimization problems; implicit differentiation and related rates; the mean value theorem; linear approximations; curve sketching; simple differential equations and models; antiderivatives; simple parametric equations and polar coordinates.
Course code: MATH 1100
Credits: 3.0
Tuition: $0
Length: 60.0 hours
Course outline:
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https://www.vcc.ca/vccphp/courseoutline?subject=MATH&number=1100
Prerequisites
Both MATH 0983 and MATH 0993 with a minimum grade of ‘B’, or MATH 1020 with a minimum grade of ‘C’, or Precalculus 12 with a minimum grade of ‘B’, or Math Precalculus Test with a minimum score of 22 out of 30, or equivalent. No schedule is currently available. Please check again later.
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Schedule †
MATH 1100 schedule for programs:
- MUSD
- NUSB
- NUSD
- UAAD
- UPHS
- USAD
- USCC
- UTAC
- UTCS
- UTEG
- UTES
Course dates and times may vary throughout the term. Select the CRN number below to see a full schedule.
CRN # | Dates | Day/Time/Location |
---|---|---|
72244 | September 3, 2024 to December 17, 2024 | See full schedule Delivery: Blended Location: Varies |
72246 | September 3, 2024 to December 17, 2024 | See full schedule Delivery: In Person Location: VCC Broadway Building B |
42028 | January 6, 2025 to April 23, 2025 | See full schedule Delivery: Blended Location: Varies |
Additional Information
- Prelude to Calculus: tangent lines and slope predictors; limit concept; more limits; concept of continuity The Derivative: the derivative and rates of change; basic differentiation rules; chain rule; derivatives of algebraic functions; maxima and minima of functions; applied optimization problems; derivatives of trigonometric functions and their inverses; exponential and logarithmic functions; implicit differentiation and related rates; successive approximations and Newton’s method.
- Applications of the Derivative: differentials and linear approximations; increasing and decreasing functions; mean value theorem; first derivative test and applications; curve sketching; higher derivatives and concavity; simple curve sketching and asymptotes; indeterminate forms and L'Hopital's rule; more indeterminate forms
- Antiderivatives: antiderivatives and initial value problems
- Differential Equations: simple equations and models
Recognition - Math 1100 Challenge Exam with a C (not accepted for the UT Engineering Certificate or the UT Computer Science and Software Systems Certificate).
This course is offered as part of a VCC program only.
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* The amount shown is the approximate cost of tuition (for courses with tuition) or fees (for courses that do not have tuition).
Tuition and Fees are approximate and subject to change. Students are required to pay any applicable fee increases. Fees listed are for domestic students. For international programs, visit VCC International.
† This information is intended as a guideline only. Program and course details are subject to change with the approval of VCC's Board of Governors.