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Alberta math, Grades 9–12

The official outcomes for each course, straight from Alberta's program of studies, and which Not Cooked unit teaches each one.

Grade 9
Grade 10
Grade 11
Grade 12
Grade 11 · Pre-calculus (-1)

Math 20-1

Pre-calculus stream for Grade 11 — leads to Math 30-1 and university mathematics.

20 outcomes · 9 units

Algebra and Number

General outcome: Develop algebraic reasoning and number sense.

  1. AN1

    Demonstrate an understanding of the absolute value of real numbers.

  2. AN2

    Solve problems that involve operations on radicals and radical expressions with numerical and variable radicands.

  3. AN3

    Solve problems that involve radical equations (limited to square roots).

  4. AN4

    Determine equivalent forms of rational expressions (limited to numerators and denominators that are monomials, binomials or trinomials).

  5. AN5

    Perform operations on rational expressions (limited to numerators and denominators that are monomials, binomials or trinomials).

  6. AN6

    Solve problems that involve rational equations (limited to numerators and denominators that are monomials, binomials or trinomials).

Trigonometry

General outcome: Develop trigonometric reasoning.

  1. T1

    Demonstrate an understanding of angles in standard position [0° to 360°].

  2. T2

    Solve problems, using the three primary trigonometric ratios for angles from 0° to 360° in standard position.

  3. T3

    Solve problems, using the cosine law and sine law, including the ambiguous case.

Relations and Functions

General outcome: Develop algebraic and graphical reasoning through the study of relations.

  1. RF1

    Factor polynomial expressions of the form: $ax^2 + bx + c, a \neq 0$; $a^2x^2 - b^2y^2, a \neq 0, b \neq 0$; $a(f(x))^2 + b(f(x)) + c, a \neq 0$; $a^2(f(x))^2 - b^2(g(y))^2, a \neq 0, b \neq 0$ where $a, b$ and $c$ are rational numbers.

  2. RF2

    Graph and analyze absolute value functions (limited to linear and quadratic functions) to solve problems.

  3. RF3

    Analyze quadratic functions of the form $y = a(x - p)^2 + q$ and determine the: vertex; domain and range; direction of opening; axis of symmetry; x- and y-intercepts.

  4. RF4

    Analyze quadratic functions of the form $y = ax^2 + bx + c$ to identify characteristics of the corresponding graph, including: vertex; domain and range; direction of opening; axis of symmetry; x- and y-intercepts and to solve problems.

  5. RF5

    Solve problems that involve quadratic equations.

  6. RF6

    Solve, algebraically and graphically, problems that involve systems of linear-quadratic and quadratic-quadratic equations in two variables.

  7. RF7

    Solve problems that involve linear and quadratic inequalities in two variables.

  8. RF8

    Solve problems that involve quadratic inequalities in one variable.

  9. RF9

    Analyze arithmetic sequences and series to solve problems.

  10. RF10

    Analyze geometric sequences and series to solve problems.

  11. RF11

    Graph and analyze reciprocal functions (limited to the reciprocal of linear and quadratic functions).

Source: Alberta Mathematics 10–12 Program of Studies (2008) Process tags and ICT codes are left out; sub-bullets are folded into each sentence.