Shuters PLANNING & TRACKING PHOTOCOPIABLE. Grade. Also available for download from Premier.
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1 PLANNING & TRACKING Also available for download from Premier Mathematics Grade 9 PHOTOCOPIABLE OS CUSTOMER SERVICES THIS SERIES IS ALSO AVAILABLE AS E-BOOKS Tel: +27 (0) / 22 / 23 Fax: +27 (0) sylvie@shuter.co.za robert@shuter.co.za tiny@shuter.co.za thandeka@shuters.co.za Shuters
2 Term 1 Unit 1 Whole numbers Premier Mathematics a t e s Grade 9 Properties of numbers TG 1; LB 1 Calculations using whole numbers TG 1; LB 3 Calculation techniques TG 2; LB 4 Multiples and factors TG 3; LB 6 Solving problems with ratio and rate TG 3; LB 8 Exercise 6 Solving problems with direct and indirect proportion TG 4; LB 9 Exercise 7 Solving problems in financial contexts such as simple interest and hire purchase TG 4; LB 11 2
3 Term 1 Exercise 8 Solving problems in financial contexts such as compound interest TG 4; LB 13 Exercise 9 Solving problems in financial contexts such as profit, loss, discount and VAT TG 5; LB 14 0 Budgets TG 5; LB 17 Unit 2 Integers Calculations involving all four operations with Integers TG 6; LB 18 Calculations using Squares, cubes, square roots and cube roots of integers TG 7; LB 20 Properties of integers TG 8; LB 21 Solving problems TG 8; LB 23 Unit 3 Common Fractions Calculations TG 9; LB 25 3
4 Term 1 Calculation techniques TG 10; LB 26 Solving problems TG 10; LB 27 Equivalent forms TG 11; LB 28 Unit 4 Decimal Fractions Calculations with decimal fractions TG 12; LB 29 Calculation techniques TG 13; LB 30 Solving problems in context using decimal fractions TG 13; LB 30 Equivalent forms TG 14; LB 32 Unit 5 Exponents Compare and rep. numbers in exponential form TG 15; LB 33 Calculations using exponential laws TG 15; LB 33 4
5 Term 1 Represent numbers in scientific notation TG 17; LB 35 Exponential equations TG 18; LB 37 Solving problems TG 18; LB 38 Unit 6 Numeric and geometric patterns By inspection, find the rule for the numeric patterns where there is a constant difference between terms TG 19; LB 40 By inspection, find the rule for a numeric sequence where there is a constant ratio between terms TG 19; LB 41 By inspection, find the rule for a numeric sequence that has neither a constant difference nor ratio TG 20; LB 42 5
6 Term 1 Unit 7 Functions and relationships Unit 8 Algebraic expressions Determine the rule for numeric sequences and predict any term in the sequence TG 20; LB 44 Determine the rule for geometric patterns TG 22; LB 47 Determine input and output values using flow diagrams TG 23; LB 51 Determine input and output values using a table TG 24; LB 52 Determine input or output values given the formula TG 25; LB 55 Equivalent forms TG 25; LB 56 Algebraic languag TG 29; LB 61 6
7 Term 1 Add and subtract like terms in algebraic expressions TG 30; LB 62 Multiply integers and monomials by Monomials, binomials, trinomials and polynomials TG 31; LB 64 Divide monomials, binomials, trinomials and polynomials by integers or monomials TG 32; LB 65 Determine the squares, cubes, square roots and cube roots of single algebraic terms or like algebraic terms TG 33; LB 66 Exercise 6 Determine the numerical value of algebraic expressions by substitution TG 33; LB 66 7
8 Term 1 Unit 9 Algebraic equations Exercise 7 Determine the product of two binomials TG 34; LB 67 Exercise 8 Determine the square of a binomial TG 35; LB 68 Set up equations to describe problem situations TG 36; LB 69 Analyse and interpret equations that describe a given situation TG 38; LB 70 Solve equations by inspection TG 39; LB 71 Solve equations using additive and multiplicative inverses TG 39; LB 71 Solve equations using laws of exponents TG 41; LB 72 8
9 Term 1 Exercise 6 Solving equations where the product of two factors = 0 TG 41; LB 73 Exercise 7 Solve for x in fraction equations TG 42; LB 74 Grade 9 Term 2 Unit 10 Construction of geometric figures Construct geometric figures using a compass, ruler and protractor, including bisecting angles of a triangle TG 48; LB 79 Construct angles of 45, 60, 30 and their multiples without using a protractor TG 49; LB 82 By construction, investigate the angles in a triangle TG 50; LB 85 9
10 Term 2 Unit 11 Geometry of 2D shapes By construction, explore the minimum conditions for two triangles to be congruent TG 51; LB 86 By construction, investigate the sides, angles and diagonals in quadrilaterals TG 51; LB 87 Exercise 6 By construction explore the sum of the of the interior angles of polygons TG 52; LB 90 Classifying Triangles TG 54; LB 91 Classifying quadrilaterals TG 55; LB 93 Through investigation, establish the minimum requirements for congruent triangles TG 57; LB 96 10
11 Term 2 Unit 12 Geometry of straight lines Unit 13 The Theorem of Pythagoras Through investigation, establish the minimum requirements for similar triangles TG 58; LB 98 Solving problems TG 59; LB 99 Perpendicular lines TG 60; LB 102 Intersecting lines TG 60; LB 103 Parallel lines cut by a transversal TG 61; LB 105 Solving problems TG 62; LB 109 Revise the Theorem of Pythagoras TG 64; LB 110 Finding the unknown length TG 64; LB 112 Identifying if triangles are rightangled TG 65; LB
12 Term 2 Unit 14 Area and perimeter of 2D shapes Finding lengths in 2D shapes using Pythagoras TG 66; LB 114 Using the Theorem of Pythagoras to solve problems TG 67; LB 117 Exercise 6 Challenge TG 69; LB 119 Revision of SI units TG 76; LB 120 Perimeter of 2D shapes TG 77; LB 122 Area of 2d shapes TG 78; LB 124 Circumference and area of circles TG 79; LB
13 Term 3 Unit 15 Functions and relationships Unit 16 Algebraic expressions Find the highest common factor of monomials TG 96; LB 138 Factorise algebraic expressions that involve common factors TG 98; LB 139 Factorise algebraic expressions that involve difference of squares TG 99; LB 140 Factorise algebraic expressions that involve perfect square trinomials TG 100; LB 141 Factorise algebraic expressions that involve trinomials TG 101; LB 142 Determine output values for given equations TG 91; LB 133 Equivalent forms TG 92; LB
14 Term 3 Unit 17 Algebraic equations Exercise 6 Simplify algebraic fractions using factorisation TG 102; LB 145 Revision TG 103; LB 147 Solving equations using factorisation TG 106; LB 148 Solve equations involving a difference of squares TG 107; LB 150 Use equations to generate tables of ordered pairs TG 108; LB 150 Application of solving equations Unit 18 Graphs Interpreting graphs TG 113; LB 155 Drawing graphs TG 114; LB 158 Investigate x-intercept and y-intercept on linear graphs TG 115; LB
15 Term 3 Investigating gradients TG 117; LB 162 Draw linear graphs from given equations TG 118; LB 163 Exercise 6 Determine equations from given linear graphs TG 121; LB 165 Exercise 7 Sketching and comparing graphs TG 121; LB 168 Unit 19 Surface area and volume Surface area and volume of cubes TG 123; LB 169 Surface area, volume and capacity of rectangular prisms TG 123; LB 170 Surface area, volume and capacity of triangular prisms TG 124; LB
16 Term 3 Surface area, volume and capacity of cylinders TG 125; LB 176 Investigate how doubling any or all of the dimensions of right prisms and cylinders affects their volume TG 126; LB 178 Grade 9 Term 4 Unit 20 Transformation geometry Reflection about the x-axis or y-axis TG 141; LB 187 Translation within and across quadrants TG 142; LB 190 Reflection about the straight line y=x TG 144; LB 193 Identify the transformation given the coordinates of the image TG 144; LB
17 Term 4 Unit 21 Geometry of 3D objects Unit 22 Data Handling Enlargement and reduction TG 145; LB 198 Classifying 3D objects TG 146; LB 202 Recognise and describe properties of spheres and cylinders TG 148; LB 206 Building 3D models TG 148; LB 207 Drawing nets TG 149; LB 210 Collect data TG 152; LB 213 Organise and summarise data TG 152; LB 215 Represent data TG 153; LB 217 Interpret data TG 156; LB 228 Analyse data TG 157; LB
18 Term 4 Unit 23 probability Exercise 6 Report data TG 157; LB 233 Determine probabilities of compound events using two-way tables and tree diagrams TG 159; LB 237 Predict the relative frequency in simple experiments TG 160; LB
19 19
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