How does Grade 12 math in PEI prepare students for university?

Grade 12 math, especially Pre-Calculus 12, introduces advanced concepts that form the foundation for university-level mathematics and STEM programs, ensuring a smooth transition to higher education.

What support is available for students struggling with Pre-Calculus 12?

Students can access additional resources like tutoring, online learning platforms, and study groups. Schools often provide extra help sessions, and teachers can offer individualized support when needed.

How challenging is Pre-Calculus 12 (MAT621B) compared to other math courses?

Pre-Calculus 12 is considered one of the most challenging math courses in high school, requiring strong algebraic skills and introducing complex mathematical concepts in preparation for university-level studies.

What are the main topics covered in Pre-Calculus 12 (MAT621B)?

Pre-Calculus 12 covers advanced functions, trigonometry, logarithms, exponential functions, conic sections, and an introduction to limits and derivatives, providing a solid foundation for calculus.

How is Pre-Calculus 12 assessed in PEI schools?

Assessment in Pre-Calculus 12 typically includes regular homework assignments, quizzes, unit tests, projects, and a comprehensive final exam. Continuous evaluation ensures students grasp key concepts throughout the course.

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Grade 12 Math Courses - PEI Curriculum

Discover PEI's Grade 12 math curriculum, featuring Pre-Calculus 12 (MAT621B). This advanced courses prepares students for university-level mathematics and STEM fields, offering a challenging and rewarding learning experience.

PEI Grade 12 Math Curriculum - Pre-Calculus 12 (MAT621B)Help

CO_ID

Curriculum Outcome

StudyPug Topic

PI.CO.PC12.RF1

Demonstrate understanding of operations on and compositions of functions:

PI.CO.PC12.RF2

Demonstrate understanding of horizontal and vertical translations on graphs of functions and related equations:

PI.CO.PC12.RF3

Demonstrate understanding of horizontal and vertical stretches on graphs of functions and related equations:

PI.CO.PC12.RF4

Apply translations and stretches to graphs and equations of functions:

PI.CO.PC12.RF5

Demonstrate understanding of reflections on graphs of functions and related equations:

PI.CO.PC12.RF6

Demonstrate understanding of inverses of relations:

PI.CO.PC12.RF7

Demonstrate understanding of logarithms:

PI.CO.PC12.RF8

Demonstrate understanding of product quotient and power laws of logarithms:

PI.CO.PC12.RF9

Graph and analyze exponential and logarithmic functions:

PI.CO.PC12.RF10

Solve problems involving exponential and logarithmic equations:

PI.CO.PC12.RF11

Demonstrate understanding of factoring polynomials of degree greater than 2:

PI.CO.PC12.RF12

Graph and analyze polynomial functions:

PI.CO.PC12.RF13

Graph and analyze radical functions:

PI.CO.PC12.RF14

Graph and analyze rational functions:

PI.CO.PC12.PC1

Solve problems involving fundamental counting principle permutations and combinations:

PI.CO.PC12.PC2

Expand powers of a binomial using binomial theorem:

PI.CO.PC12.T1

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

PI.CO.PC12.T2

Develop and apply the equation of the unit circle:

PI.CO.PC12.T3

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

PI.CO.PC12.T4

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

PI.CO.PC12.T5

Solve algebraically and graphically first and second degree trigonometric equations:

PI.CO.PC12.T6

Prove trigonometric identities using reciprocal quotient Pythagorean sum or difference and double-angle identities: