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NT Year 10 Extension
  1. Larger Areas: Square Metre, Hectare, Square Kilometre
  2. Area of a Trapezium
  3. Area of a Rhombus
  4. Area of a Circle
  5. Area of Regular Polygons and Composite Figures
  6. Surface Area of a Cube/Rectangular Prism
  7. Surface Area of a Cylinder and Sphere
  8. Converting between the formal measures
  9. Word Problems with Volume/Capacity
  10. Finding the volume of prisms
  11. Volume of a Cylinder and Sphere
  12. Word Problems with Money
  13. Compound Interest
  14. Dividing mixed numbers
  15. BODMAS
  16. One Quantity as a Percentage of Another
  17. Introducing surds
  18. Some rules for the operations with surds
  19. Simplifying Surds
  20. Creating entire surds
  21. Adding and subtracting like surds
  22. Expanding surds
  23. Binomial expansions
  24. Conjugate binomials with surds
  25. Rationalising the denominator
  26. Rationalising binomial denominators
  27. Bearings: The Compass Samples
  28. Adjacent Angles
  29. Complementary and Supplementary Angles
  30. Vertically Opposite Angles
  31. Angles at a Point
  32. Parallel Lines
  33. Additional questions involving parallel lines
  34. Angle Sum of a Triangle
  35. Angles of regular polygons
  36. Congruent triangles: Tests 1 and 2
  37. Congruent triangles: Tests 3 and 4
  38. Proofs and Congruent Triangles
  39. Properties of Parallelograms - Opposite Angles Equal
  40. Properties of Parallelograms - Diagonals, Sides and Angles
  41. The Parallelogram Umbrella
  42. Properties of Trapezoids
  43. Similar Triangles
  44. Using Similar Triangles to Calculate Lengths
  45. Examples involving overlapping triangles
  46. Pythagoras' Theorem: Finding the Hypotenuse
  47. Using Pythagorean Triples to Identify Right Triangles
  48. Calculating the Hypotenuse of a right-angled Triangle
  49. Calculating a Leg of a right-angled Triangle
  50. The Gradient
  51. The Gradient Formula
  52. The Straight Line
  53. Lines Through the Origin
  54. General Form of a Line and the x and y Intercepts
  55. Slope Intercept Form of a Line
  56. Point Slope Form of a Line
  57. Adding indices when multiplying terms with the same base
  58. Subtracting indices when dividing terms with the same base
  59. Multiplying indices when raising a power to a power
  60. Multiplying indices when raising to more than one term
  61. Terms raised to the power of zero
  62. Negative Indices
  63. Fractional Indices
  64. Simplifying Algebraic Expressions: Multiplication
  65. Simplifying Algebraic Expressions: Division
  66. Expanding Algebraic Expressions: multiplication
  67. Expanding Algebraic Expressions: Negative multiplier
  68. Expanding and simplifying algebraic expressions
  69. Solving Equations containing Addition and Subtraction
  70. Solving Equations containing Multiplication and Division
  71. Solving Two-Step Equations
  72. Solving Equations Containing Binomial Expressions
  73. Equations involving Grouping Symbols
  74. Equations involving Fractions
  75. Equations Resulting from Substitution into Formulae
  76. Changing the Subject of the Formula
  77. Simultaneous Equations
  78. Elimination method
  79. Elimination method part 2
  80. Applications of simultaneous equations
  81. Binomial Products
  82. Binomial products with negative multiplier
  83. Binomial Products (nonmonic)
  84. Squaring a Binomial (monic)
  85. Squaring a Binomial (nonmonic)
  86. Expansions Leading to the Difference of Two Squares
  87. Products in Simplification of Algebraic Expressions
  88. Larger Expansions
  89. Highest Common Factor
  90. Factors by Grouping
  91. Difference of Two Squares
  92. Common factor and the difference of two squares
  93. Quadratic Trinomials (monic): Case 1
  94. Quadratic Trinomials (monic): Case 2
  95. Quadratic Trinomials (monic): Case 3
  96. Quadratic Trinomials (monic): Case 4
  97. Introduction to Quadratic Equations
  98. Solving Quadratic Equations with Factorisation
  99. Solving Quadratic Equations
  100. Completing the square
  101. Solving Quadratic Equations by Completing the Square
  102. The Quadratic Formula
  103. Problem solving with quadratic equations Samples
  104. Solving Simultaneous Quadratic Equations Graphically
  105. Graphing cubic curves
  106. Absolute Value Equations
  107. The Rectangular Hyperbola
  108. The Exponential Function
  109. Logarithmic Functions
  110. Frequency Table Samples
  111. Frequency histograms and polygons
  112. Relative Frequency
  113. The Range
  114. The Mode
  115. The Mean
  116. The Median
  117. Cumulative Frequency
  118. Calculating the Mean from a Frequency Distribution
  119. Calculating median class from grouped data
  120. The Normal Distribution Samples
  121. Stem and Leaf Plots along with Box and Whisker Plots
  122. The Scatter plot
  123. Simple events Samples
  124. Rolling a pair of dice
  125. Experimental probability
  126. Experimental probability
  127. Tree diagrams: depending on previous outcomes
  128. The Complementary Result Ã
  129. P[A or B] When A and B are NOT Mutually Exclusive
  130. Trigonometric Ratios Samples
  131. Using the Calculator
  132. Using the Trigonometric Ratios to find unknown length [Case 1 Sin]
  133. Using the Trigonometric Ratios to find unknown length [Case 2 Cosine]
  134. Using the Trigonometric Ratios to find unknown length [Case 3 Tangent Ratio]
  135. Unknown in the Denominator [Case 4]
  136. Bearings: The Compass Samples
  137. Angles of Elevation and Depression
  138. Trigonometric Ratios in Practical Situations
  139. Using the Calculator to Find an Angle Given a Trigonometric Ratio
  140. Scientific notation with larger numbers
  141. Scientific notation with small numbers
  142. Changing scientific notation to numerals
  143. Significant Figures
  144. Two Point Formula: equation of a line which joins a pair of points
  145. Intercept form of a straight line: find the equation when given x and y
  146. Parallel Lines: identify equation of a line parallel to another
  147. Perpendicular Lines
  148. Inequalities on the Number Plane

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