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Home arrow Curriculum arrow NT Year 11 Applied 1: Applied Geometry

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NT Year 11 Applied 1: Applied Geometry
  1. Using the formal unit of the centimetre to measure length and perimeter
  2. Read and calculate distances on a map using the formal unit kilometre
  3. Compare and convert formal units of measurement
  4. Word Problems with Length
  5. Using decimals to record length
  6. Introducing the Rules for Finding the Area of a Rectangle and a Parallelogram
  7. Finding the Area of a Triangle and Other Composite Shapes Samples
  8. Larger Areas: Square Metre, Hectare, Square Kilometre
  9. Word Problems with Area
  10. Area of a Trapezium
  11. Area of a Rhombus
  12. Area of a Circle
  13. Area of Regular Polygons and Composite Figures
  14. Using the Cubic cm as a Standard Unit of measurement for Volume and Capacity
  15. The relationship between the common units of capacity: the litre and the millilitre
  16. Recognise the need for a larger formal unit to measure volume and capacity
  17. Estimate, measure and compare the capacity of containers
  18. Converting between the formal measures
  19. Word Problems with Volume/Capacity
  20. Finding the volume of prisms
  21. Volume of a Cylinder and Sphere
  22. Volume of Pyramids and Cones Samples
  23. Composite Solids
  24. Using the Cubic Metre to Measure Volume
  25. Solving Problems about Volume Part 1
  26. Solving Problems about Volume Part 2
  27. Use grids to enlarge/reduce 2-D shapes
  28. Word Problems with Mass
  29. 24-hour time
  30. Average speed
  31. Time Zones
  32. Scientific notation with larger numbers
  33. Scientific notation with small numbers
  34. Changing scientific notation to numerals
  35. Significant Figures
  36. Using Similar Triangles to Calculate Lengths
  37. Examples involving overlapping triangles
  38. Geometry Transformations without Matrices: Mixed and Combined Transformations
  39. Measuring Angles Samples
  40. Geometric Constructions
  41. Pythagoras' Theorem: Finding the Hypotenuse
  42. Using Pythagorean Triples to Identify Right Triangles
  43. Calculating the Hypotenuse of a right-angled Triangle
  44. Calculating a Leg of a right-angled Triangle
  45. Trigonometric Ratios Samples
  46. Using the Calculator
  47. Using the Trigonometric Ratios to find unknown length [Case 1 Sin]
  48. Using the Trigonometric Ratios to find unknown length [Case 2 Cosine]
  49. Using the Trigonometric Ratios to find unknown length [Case 3 Tangent Ratio]
  50. Unknown in the Denominator [Case 4]
  51. Bearings: The Compass Samples
  52. Angles of Elevation and Depression
  53. Trigonometric Ratios in Practical Situations
  54. Using the Calculator to Find an Angle Given a Trigonometric Ratio
  55. Using the Trigonometric Ratios to Find an Angle in a Right-Angled Triangle
  56. Trigonometric Ratios of 30, 45 and 60 Degrees: Exact Ratios
  57. The Cosine Rule to find an unknown side [Case 1 SAS]
  58. The Sine Rule to find an unknown side: Case 1
  59. The Sine Rule: Finding a Side
  60. The Sine Rule: Finding an Angle
  61. The Sine Area Formula for a Triangle

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