Description: Intuitive definition of limits; continuity, statement of intermediate value theorem.
Quick review of basic derivative formulas: products, chain rule, exponentials, and trigonometric functions.
Derivatives of quotients, logarithms, inverse trigonometric functions.
Finite difference approximations of derivatives.
Analysis of functions via the first and the second derivatives; statements of extreme and mean value theorems.
L''Hospital''s rule.
Implicit differentiation, related rates, optimization, linear approximation, Newton s method.
The definite integral and the fundamental theorem of calculus.
Antiderivatives of elementary functions, techniques of integration (integration by parts, substitutions, partial fractions).
Numerical integration: mid-point, trapezoidal rule and Simpson''s rule; error analysis.
Posting limited to: Professeur temps partiel postdoctoral/ Postdoctoral Part time Professor Date Posted (YYYY/MM/DD): 2026/07/10 Applications must be received BEFORE (YYYY/MM/DD): 2026/08/10 Expected Enrolment: 215 Approval date:
2026/07/10 Number of credits: 3 Work Hours: 39 Hourly Rate: Enseignement / Teaching: $239.47 (2024-2025) The academic year starts on September 1 and ends on August 31.
These rates do not included vacation pay nor statutory pay.
These rates will be applied until a new collective agreement is ratified.
Retro will be paid after the ratification.
Course type: B Posting type: Rgulier / Regular Language of instruction: Anglais | English Competence in second language: N/A Course Schedule: Lundi | Monday 8:30-10:00 Jeudi | Thursday 10:00-11:30 - Requirements: PhD in mathematics.
Expert level knowledge of LaTeX.
Must coordinate (across all sections).
The provisions of Article 5.1.2 will apply.
Mobius will be used for this course.
Additional Information and/or Comments: An acceptable level of education and/or experience could be viewed as being equivalent to the educational required and/or demonstrated experience.
📌 APTPUO_Fall-2026_ (Ottawa)
🏢 University of Ottawa
📍 Ottawa
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