PT_Spring​/Summer _MATY

Position: PT_Spring/Summer 2026_MAT1339 Y00

Description

:

Instantaneous rate of change as a limit, derivatives of polynomials using limits, derivatives of sums, products, the chain rule, derivatives of rational, trigonometric, exponential, logarithmic, and radical functions. Applications to finding maxima and minima and graph sketching. Concavity and points of inflection, the second derivative. Optimization in models involving polynomial, rational, and exponential functions. Vectors in two and three dimensions. Cartesian, polar and geometric forms.

Algebraic operations on vectors, dot product, cross product. Applications to projections, area of parallelograms, volume of parallelepipeds. Scalar and vector parametric form of equations of lines and planes in two and three dimensions. Intersections of lines and planes. Solution of up to three equations in three unknowns by elimination or substitution. Geometric interpretation of the solutions. Prerequisite:
Ontario 4U Functions (MHF4U) or MAT
1318 or equivalent. The courses MAT
1339, Ontario 4U Calculus and Vectors (MCV4U) or any equivalent cannot be combined for credits. MAT
1339 may be taken for upgrading purposes or as an admission requirement In all cases, credits for this course do not count as part of any program requirements. S/NS grading scheme.

Posting limited to:

Professeur à temps-partiel régulier / Regular Part-Time Professor

Date Posted (YYYY/MM/DD):

2026/03/04

Applications must be received
BEFORE (YYYY/MM/DD):

2026/04/05

Expected Enrolment:

75

Approval date:

2026/03/04

Number of credits:

3

Work Hours:

39

Hourly Rate:

Enseignement / Teaching: $239.47 )

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:

Régulier / Regular

Language of instruction:

Anglais | English

Competence in second language:

N/A

Course

Schedule:

Lundi | Monday 13:00-16:00 Jeudi | Thursday 13:00-16:00 -

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.