### A: Arithmetic and Algebra

#### A.C: Arithmetic and Algebra Concepts

A.C.1: Arithmetic and algebraic expressions

A.C.1.1: Real numbers:

A.C.1.1.i: absolute value, radicals, exponents, logarithms

A.C.2: Relation, function and inverse

A.C.2.1: Real function:

A.C.2.1.i: Absolute value function

A.C.2.1.ii: Square root function

A.C.2.1.iii: Rational function

A.C.2.1.iv: Exponential function

A.C.2.1.v: Logarithmic function

A.C.2.1.vi: Sinusoidal function

A.C.2.1.vii: Tangent function

A.C.2.2: Operations on functions

A.C.3: System

A.C.3.1: System of first-degree inequalities in two variables

#### A.P: Arithmetic and Algebra Processes

A.P.2: Analyzing situations

A.P.2.1: Observing, interpreting and describing different situations

A.P.2.1.i: Modelling situations and drawing a scatter plot

A.P.2.1.i.a: Determining the type of dependency relationship, interpolating and extrapolating using the line of best fit, with or without the help of technology

A.P.2.2: Representing a situation involving a real function: verbally, algebraically, graphically and using a table of values

A.P.2.2.i: Finding the rule of a function or its inverse, depending on the context

A.P.3: Optimizing a situation, taking into account different constraints

A.P.3.1: Representing a situation, using a system of equations or inequalities

A.P.3.2: Solving a system of equations or inequalities: algebraically or graphically

A.P.3.2.i: Representing and interpreting the solution set

A.P.3.3: Choosing one or more optimal solutions

A.P.3.4: Analyzing and interpreting the solution(s), depending on the context

### G: Geometry

#### G.C: Geometry Concepts

G.C.1: Analytic geometry

G.C.1.1: Standard unit circle

G.C.1.1.i: Trigonometric identity

G.C.1.1.ii: Vector

G.C.1.1.iii: Conics (centred at the origin)

G.C.1.1.iii.a: Parabola

G.C.1.1.iii.b: Circle

G.C.1.1.iii.c: Ellipse

G.C.1.1.iii.d: Hyperbola

Correlation last revised: 2/26/2010

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