### A: Arithmetic and Algebra

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

A.C.1: Algebraic expression

A.C.1.1: Algebraic identity (of the second degree)

A.C.1.2: Second-degree equation and inequality in one variable

A.C.2: Real function

A.C.2.2: Second-degree polynomial function

A.C.2.3: Parameter

A.C.3: System

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

A.C.3.2: System composed of a first-degree equation and a second-degree equation in two variables

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

A.P.1: Manipulating algebraic expressions

A.P.1.2: Dividing polynomials (with or without a remainder)

A.P.1.3: Factoring polynomials

A.P.1.4: Expanding, simplifying or substituting expressions, using significant algebraic identities

A.P.1.5: Solving first- and second-degree equations and inequalities in one or two variables, depending on the context: algebraically or graphically

A.P.1.5.i: Validating and interpreting the solution

A.P.2: Analyzing situations

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

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: Observing patterns

A.P.2.2.iv: Finding the rule of a real function

A.P.2.2.v: Switching from one form to another in writing second-degree polynomial functions: general form, standard form and factored form

A.P.2.3: Interpreting results

A.P.2.4: Comparing situations

A.P.2.4.i: Solving systems of equations using a table of values, a graph or algebra

A.P.2.4.ii: Interpreting the solution(s), depending on the context

### S: Statistics

#### S.C: Statistics Concepts

S.C.1: Two-variable distribution

S.C.1.1: Linear correlation

S.C.1.1.i: Correlation coefficient

S.C.1.1.ii: Regression line

#### S.P: Statistics Processes

S.P.1: Organizing and analyzing a two-variable distribution

S.P.1.1: Drawing a scatter plot

S.P.1.2: Assessing a correlation qualitatively and quantitatively

S.P.1.2.i: Representing and determining the equation of the regression line

S.P.1.2.ii: Approximating the linear correlation coefficient with or without the use of technology

S.P.1.2.iii: Interpreting the linear correlation coefficient

### G: Geometry

#### G.C: Geometry Concepts

G.C.1: Equivalent figures

G.C.2: Analytic geometry

G.C.2.1: Line and distance between two points

G.C.3: Measurement

G.C.3.1: Metric and trigonometric relations in triangles: sine, cosine, tangent; sine and cosine laws

#### G.P: Geometric Processes

G.P.1: Analyzing situations

G.P.1.1: Finding unknown measurements, using the concept of distance and the properties of congruent, similar or equivalent figures

G.P.1.1.i: Angles of triangles or of figures that can be split into triangles

G.P.1.1.ii: Lengths

G.P.1.1.ii.a: Segments resulting from an isometry or a similarity transformation

G.P.1.1.ii.b: Side of a triangle

G.P.1.1.ii.c: Altitude to the hypotenuse of right triangle and orthogonal projection of the legs on the hypotenuse

G.P.1.1.iii: Areas and volumes of figures

Correlation last revised: 2/26/2010

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