Question 1

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

Accepted Answer

Grade 12 math in PEI, especially Advanced Mathematics and Calculus, provides a strong foundation for university-level math and science courses, developing critical thinking and problem-solving skills.

Question 2

What topics are covered in Advanced Mathematics and Calculus 12 (MAT611B)?

Accepted Answer

MAT611B covers topics such as limits, derivatives, integrals, and their applications. Students learn advanced problem-solving techniques and how to apply mathematical concepts to real-world scenarios.

Question 3

How challenging is the Advanced Mathematics and Calculus 12 course?

Accepted Answer

The course is designed to be challenging, preparing students for university-level math. It requires dedication and consistent practice but provides excellent preparation for STEM-related fields.

Question 4

What support is available for students struggling with Grade 12 math?

Accepted Answer

Support options include online tutoring, video lessons, practice problems, and study guides. Many schools also offer extra help sessions and peer tutoring programs for additional assistance.

Question 5

How is Grade 12 math assessed in PEI?

Accepted Answer

Assessment in PEI Grade 12 math typically includes a combination of assignments, tests, projects, and a final exam. The provincial curriculum emphasizes both conceptual understanding and practical application.

Courses

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Grade 12 Math Courses - PEI Curriculum

Discover PEI's Grade 12 Advanced Mathematics and Calculus courses, designed to prepare students for higher education in STEM fields. Master complex mathematical concepts and problem-solving skills.

PEI Grade 12 Math Curriculum - Advanced Mathematics and CalculusHelp

CO_ID

Curriculum Outcome

StudyPug Topic

PI.CO.C12.C1

Solve problems involving limits:

PI.CO.C12.C2

Solve problems involving asymptotic and end behaviour:

PI.CO.C12.C3

Solve problems involving continuity:

PI.CO.C12.C4

Explore the concept of the derivative as the instantaneous rate of change:

PI.CO.C12.C5

Determine the derivative of a function by applying the definition of derivative:

PI.CO.C12.C6

Apply derivative rules to determine the derivative of a function:

PI.CO.C12.C7

Use calculus techniques to solve problems involving rates of change:

PI.CO.C12.C8

Find derivatives of trigonometric functions:

PI.CO.C12.C10

Solve problems involving inverse trigonometric functions:

PI.CO.C12.C12

Use calculus techniques to sketch the graph of a function:

PI.CO.C12.C13

Use calculus techniques to solve optimization problems:

PI.CO.C12.C14

Use linearization and Newton's Method to solve problems:

PI.CO.C12.C16

Determine the indefinite integral of a function:

PI.CO.C12.C17

Determine the definite integral of a function:

PI.CO.C12.C18

Solve problems that involve the application of the integral of a function: