#Graphmatica cube root function software

Solve simultaneous equations using substitution ( S2-AA.6 ).

S2.N7.7.1 substitution and elimination methods.

S2.N7.7 solving simultaneous linear equations in two variables by:.

Graph a line from an equation in standard form ( S2-Z.19 ).

Graph a line from an equation in y=mx+c form ( S2-Z.16 ).

$graphmatica cube root function$

Graph a line using gradient ( S2-Z.15 ).Complete a table and graph a linear function ( S2-Z.8 ).S2.N7.6 graphs of linear equations in two variables (ax + by = c).

#Graphmatica cube root function software

S2.N6.b Use spreadsheet or graphing software to study how the graph of y = ax2 + bx + c changes when either a, b or c varies.S2.N6.a Show graphically the relationship between the area of a square and the length of its side, and explain that the relation ship is a function, but not a linear function.Characteristics of quadratic functions ( S2-CC.5 ).S2.N6.7.1 positive or negative coefficient of x².S2.N6.7 graphs of quadratic functions and their properties:.S2.N6.6 quadratic functions y = ax² + bx + c.S2.N5.c Work in groups to identify and explain common errors in algebraic manipulations, e.g.S2.N5.b Use the AlgeDisc application in AlgeTools to factorise a quadratic expression of the form ax² + bx + c into two linear factors where a, b and c are integers.Factorise quadratics using algebra tiles ( S2-CC.4 ).algebra discs, to explain the process of expanding the product of two linear expressions of the form px + q, where p and q are integers, to obtain a quadratic expression of the form ax² + bx + c. S2.N5.a Use algebra manipulatives, e.g.Add and subtract rational expressions ( S2-DD.4 ).S2.N5.16 addition and subtraction of algebraic fractions with linear or quadratic denominator such as 1/(x -2) + 2/(x-3), 1/(x² - 9) + 2/(x - 3), 1/(x - 3) + 2/((x -3)²).Multiply and divide rational expressions ( S2-DD.3 ).Multiply and divide monomials ( S2-BB.8 ).S2.N5.15 multiplication and division of simple algebraic fractions such as (3a/4b²) (5ab/3), 3a/4 ÷ 9a²/10.Factorise quadratics with other leading coefficients ( S2-CC.2 ).Factorise quadratics with leading coefficient 1 ( S2-CC.1 ).S2.N5.14 factorisation of quadratic expressions ax² + bx + c.S2.N5.13 factorisation of linear expressions of the form ax + bx + kay + by.Multiply two binomials: special cases ( S3-Z.9 ).Factorise quadratics: special cases ( S2-CC.3 ).Solve equations: word problems ( S2-X.13 ).Solve equations: complete the solution ( S2-X.12 ).

Solve equations: mixed review ( S2-X.11 ).

Solve equations with variables on both sides ( S2-X.10 ).

Solve equations involving like terms ( S2-X.9 ).

Write and solve equations that represent diagrams ( S2-X.4 ).

Model and solve equations using algebra tiles ( S2-X.3 ).

Solve equations involving cubes and cube roots ( S2-F.21 ).

Solve equations involving squares and square roots ( S2-F.18 ).

S2.N5.11 finding the value of an unknown quantity in a given formula.

S2.N5.10 changing the subject of a formula.

Multiply polynomials to find area ( S2-BB.13 ).

Multiply polynomials using algebra tiles ( S2-BB.11 ).

Simplify variable expressions using properties ( S2-W.13 ).

Multiply using the distributive property ( S2-W.12 ).

S2.N5.9 expansion of the product of algebraic expressions.

S2.N5 Algebraic expressions and formulae.

Write and solve direct variation equations ( S3-S.5 ).

Write direct variation equations ( S3-S.4 ).

Interpret graphs of proportional relationships ( S2-I.8 ).

Write equations for proportional relationships from tables ( S2-I.2 ).

Find the constant of proportionality from a table ( S2-I.1 ).

S2.N2.c Discuss examples of direct and inverse proportion and explain the concepts using tables, equations and graphs.

S2.N2.b Work in groups to make a scale drawing of an existing or dream classroom/bedroom and explain the choices of the scale used.

S2.N2.a Interpret the various scales used oh maps, floor plans and other scale drawings, and calculate the actual distance/length and area.Graph proportional relationships ( S2-I.7 ).Identify proportional relationships ( S2-I.6 ).Write equations for proportional relationships from graphs ( S2-I.5 ).Identify proportional relationships by graphing ( S2-I.3 ).Scale drawings: word problems ( S2-H.12 ).