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I. Using and applying Maths (1)
(58)
1. Solving word problems
(24)
2. Small steps
(18)
3. Explain and justify
(16)
II. Numbers and the Number System (1)
(223)
4. Ordering decimals
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6. Changing fractions into decimals and percentages
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7. Negative numbers
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12. Written methods
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III. Algebra (1)
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14. Writing algebraic expressions
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19. Sequences
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20. What a function is?
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IV. Space, shape and measures (1)
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28. Angles in 3-D shapes
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29. Coordinates
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30. Measurements
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31. Area of rectangles
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V. Handling Data (1)
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33. Data planning and collecting
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38. Probability scale
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39. Probability of events in simple experiments
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VI. Using and applying Maths (2)
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40. Solving word problems
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41. Small steps
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42. Using ITC in calculations
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VII. Numbers and the Number System (2)
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43. Multiplication and division by 0.1 and 0.01
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44. Ordering decimals on a number line
(21)
45. Rounding numbers
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46. Numbers
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47. Multiples, factors and powers
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48. Squares and square roots, cubes and cube roots
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53. Ratio and proportion
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54. Mental methods
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55. Written methods
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VIII. Algebra (2)
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57. Letter symbols in formulas
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58. Transformation of algebraic expressions
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59. Simple linear equations
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60. Solving equations using graphs
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61. Formula based calculations
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62. Notation of simple sequences
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63. Sequences based on rules
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64. The nth term of a sequence
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65. Reading graphs of linear functions
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66. Linear functions and their graphs in real life
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IX. Space, shape and measures (2)
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67. Angles in triangles and quadrilaterals
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70. Representations
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71. Transformations
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73. Properties of 2-D shapes
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76. Measurements in real life
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77. Areas of polygons
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78. Surface area and volume of cuboids
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X. Handling Data (2)
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79. Data planning and collecting
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80. Data processing
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81. Using ITC for data presentation
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82. Comparison of two simple data distributions
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83. The vocabulary of probability
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84. Probability experiments
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XI. Using and applying Maths (3)
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85. Solving word problems
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86. Small steps
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87. Explain and justify
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XII. Numbers and the Number System (3)
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88. Place value
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90. Numbers
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91. Multiples, factors and powers
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92. Squares and square roots, cubes and cube roots
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93. Working with recurring decimals
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94. Operations on fractions
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95. Percentages
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96. Ratio and proportion
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97. Mental methods
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98. Written methods
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99. Calculator methods
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100. Letter symbols in equations, formulas and functions
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101. Simple examples of index laws
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102. Transformation of algebraic equations
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103. Composing and solving linear equations
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104. Simplification of equations
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105. Working with functions
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107. The expression for the nth term
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108. Linear functions
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109. Graphs and functions
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110. Graphs
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XIV. Space, shape and measures (3)
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111. Interior and exterior angles in polygons
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112. Problems involving properties of angles and parallel lines
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114. Circle properties
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115. Representations
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116. Transformations
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119. Ruler-and-compass constructions
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120. The transformed point's image
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121. Changing units
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122. Areas of rectangles
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123. Circumference of a circle
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124. The area of a circle
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125. Surface area and volume of regular polyhedrons
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XV. Handling Data (3)
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126. Interpretation of collected data
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127. Usage of secondary data
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128. Using ITC for comparing data
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129. Comparing two simple distributions using charts
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130. Presentation and interpretation of a statistical enquiry
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131. An application of the vocabulary of probability
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132. Experimental and theoretical probabilities
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Resources: 1 – 22 Total: 22
Common factors
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Composite numbers
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Divisors
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Finding the highest common factor
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Finding the highest common factor – methods
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Finding the least common denominator
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How many different divisors does a natural number have? A more difficult problem
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How many divisors?
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How many divisors?
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Multiples, factors and powers
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Multiples, factors and powers
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Prime factorisation
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Prime factorisation
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Prime factorisation of composite numbers
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Prime numbers
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Prime numbers
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Prime numbers
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The highest common factor
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The least common denominator
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The least common denominator
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Resources: 1 – 22 Total: 22
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