How does Grade 12 Pre-Calculus differ from other math courses?

Grade 12 Pre-Calculus is more advanced, focusing on complex algebra, trigonometry, and calculus foundations. It's designed for students pursuing STEM fields in university.

What topics are covered in Manitoba's Pre-Calculus Mathematics 40S?

The course covers transformations of functions, trigonometric functions, polynomial functions, radical and rational functions, and an introduction to calculus concepts.

How is Grade 12 Pre-Calculus assessed in Manitoba?

Assessment includes regular assignments, unit tests, and a mandatory provincial exam. The provincial exam typically accounts for 30% of the final grade.

Is Pre-Calculus 40S required for all university programs?

While not required for all programs, Pre-Calculus 40S is often a prerequisite for STEM-related degrees and some business programs at universities.

How can students prepare for the Pre-Calculus 40S provincial exam?

Students can prepare by reviewing past exams, practicing problem-solving, utilizing online resources, and seeking additional support through tutoring or study groups.

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Grade 12 Math Courses - Manitoba Curriculum

Discover Manitoba's Grade 12 Pre-Calculus Mathematics (40S) courses. Prepare for advanced math studies with a comprehensive curriculum aligned to provincial standards and university prerequisites.

Manitoba Grade 12 Math Curriculum - Pre-Calculus 40SHelp

GO_ID

Outcome

StudyPug Topic

MB.GO.12P.T.1

Demonstrate an understanding of angles in standard position, expressed in degrees and radians:

MB.GO.12P.T.2

Develop and apply the equation of the unit circle:

MB.GO.12P.T.3

Solve problems using the six trigonometric ratios for angles expressed in radians and degrees:

MB.GO.12P.T.4

Graph and analyze the trigonometric functions sine, cosine and tangent to solve problems:

MB.GO.12P.T.5

Solve algebraically and graphically first and second degree trigonometric equations:

MB.GO.12P.T.6

Prove trigonometric identities using various identities:

MB.GO.12P.P.1

Apply the fundamental counting principle to solve problems:

MB.GO.12P.P.2

Determine the number of permutations of n elements taken r at a time to solve problems:

MB.GO.12P.P.3

Determine the number of combinations of n different elements taken r at a time to solve problems:

MB.GO.12P.P.4

Expand powers of a binomial using the binomial theorem:

MB.GO.12P.R.1

Demonstrate an understanding of operations on and compositions of functions:

MB.GO.12P.R.2

Demonstrate an understanding of horizontal and vertical translations on function graphs and equations:

MB.GO.12P.R.3

Demonstrate an understanding of horizontal and vertical compressions and stretches on function graphs:

MB.GO.12P.R.4

Apply translations, compressions and stretches to the graphs and equations of functions:

MB.GO.12P.R.5

Demonstrate an understanding of reflections on function graphs and equations:

MB.GO.12P.R.6

Demonstrate an understanding of inverses of relations:

MB.GO.12P.R.7

Demonstrate an understanding of logarithms:

MB.GO.12P.R.8

Demonstrate an understanding of the product, quotient and power laws of logarithms:

MB.GO.12P.R.9

Graph and analyze exponential and logarithmic functions:

MB.GO.12P.R.10

Solve problems that involve exponential and logarithmic equations:

MB.GO.12P.R.11

Demonstrate an understanding of factoring polynomials of degree greater than 2:

MB.GO.12P.R.12

Graph and analyze polynomial functions:

MB.GO.12P.R.13

Graph and analyze radical functions:

MB.GO.12P.R.14

Graph and analyze rational functions: