Question 1

How do I choose the right Grade 12 math course in New Brunswick?

Accepted Answer

Consider your post-secondary goals, strengths, and interests. Consult with guidance counselors and review course descriptions to align with your career path and academic abilities.

Question 2

What support is available for struggling Grade 12 math students?

Accepted Answer

Schools offer extra help sessions, tutoring, and online resources. Many students benefit from structured study groups and utilizing educational platforms for additional practice and explanations.

Question 3

How challenging is Financial and Workplace Mathematics 120?

Accepted Answer

This course focuses on practical math skills for daily life and careers. It's designed to be accessible, covering topics like budgeting, investing, and business math with real-world applications.

Question 4

What career paths does Pre-Calculus B 120 prepare students for?

Accepted Answer

Pre-Calculus B 120 is ideal for students planning careers in science, engineering, or mathematics. It provides a strong foundation for university-level calculus and advanced math courses.

Question 5

Is Calculus 120 necessary for all university programs?

Accepted Answer

Calculus 120 is not required for all programs but is highly recommended for STEM fields. It provides advanced math skills beneficial for many science and engineering degrees at the university level.

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Grade 12 Math Courses - New Brunswick Curriculum

New Brunswick Grade 12 Math Curriculum

SCO_ID

Curriculum Outcome - Elaborations

StudyPug Topic

NB.SCO.C120.C1

Explore the concepts of average and instantaneous rate of change: Determine average rate of change and instantaneous rate of change of a function

NB.SCO.C120.C2

Determine the derivative of a function by applying the definition of derivative: Use limit definition to find derivative and explore non-differentiable functions

NB.SCO.C120.C3

Apply derivative rules to determine the derivative of a function: Apply Constant, Power, Constant Multiple, Sum, Difference, Product, and Quotient Rules

NB.SCO.C120.C4

Find derivatives of trigonometric functions: Derive and apply derivatives of sine, cosine, and other trigonometric functions

NB.SCO.C120.C5

Apply the Chain Rule to determine the derivative of a function: Use Chain Rule for composite functions and implicit differentiation

NB.SCO.C120.C6

Solve problems involving inverse trigonometric functions: Find and apply derivatives of inverse trigonometric functions

NB.SCO.C120.C7

Find limits and derivatives of exponential and logarithmic functions: Establish exponential limit, find derivatives, and apply to growth and decay problems

NB.SCO.C120.C8

Use calculus techniques to sketch the graph of a function: Determine critical points, intervals, concavity, and asymptotic behavior to sketch graphs

NB.SCO.C120.C9

Use calculus techniques to solve optimization problems: Apply derivatives to find maximum and minimum values in applied contexts

NB.SCO.C120.C10

Use linearization to solve problems: Use linear approximations of functions to estimate function values near a point

NB.SCO.C120.C11

Solve problems involving related rates: Apply implicit differentiation to solve problems with related changing quantities

NB.SCO.C120.C12

Determine the definite integral of a function: Use Riemann sums and Fundamental Theorem of Calculus to evaluate definite integrals

NB.SCO.C120.C13

Determine the antiderivative of a function: Find indefinite integrals of various functions and apply integration techniques

NB.SCO.C120.C14

Solve problems that involve the application of the integral of a function: Apply integration to solve problems involving area, volume, motion, and other applications