2. Trigonometry 1
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2.01 Revisiting the Cosine Rule, the Sine Rule and the Area of a Triangle
2.01 Revisiting the Cosine Rule, the Sine Rule and the Area of a Triangle
2.02 When the Sine Rule can lead to Two Triangles
2.02 When the Sine Rule can lead to Two Triangles
2.03 GCSE Recap: Vertically Opposite, Alternate, Corresponding and Allied Angles
2.03 GCSE Recap: Vertically Opposite, Alternate, Corresponding and Allied Angles
2.04 GCSE Recap: What is a Bearing?
2.04 GCSE Recap: What is a Bearing?
2.05 A Bearings Problem
2.05 A Bearings Problem
2.06 Another Bearings Problem
2.06 Another Bearings Problem
2.07 GCSE RECAP: SOHCAHTOA
2.07 GCSE RECAP: SOHCAHTOA
2.08a Finding Exact Values of sin(x), cos(x) and tan(x) using Two Triangles
2.08a Finding Exact Values of sin(x), cos(x) and tan(x) using Two Triangles
2.08b Find the value of cos(60)sin(30)+cos^2(30) without a calculator
2.08b Find the value of cos(60)sin(30)+cos^2(30) without a calculator
2.09 Given sin(x) = 4/7, find the Exact Values of cos(x) and tan(x)
2.09 Given sin(x) = 4/7, find the Exact Values of cos(x) and tan(x)
2.10 Introducing Radians
2.10 Introducing Radians
2.11 Converting between Degrees and Radians
2.11 Converting between Degrees and Radians
2.12 Sectors: Deriving a formula for Arc Length in Radians
2.12 Sectors: Deriving a formula for Arc Length in Radians
2.13 Sectors: Deriving a formula for Area in Radians
2.13 Sectors: Deriving a formula for Area in Radians
2.14 An Example of Finding the Area and Perimeter of a Sector
2.14 An Example of Finding the Area and Perimeter of a Sector