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Do your students know where exact values come from? This 18-slide interactive lesson builds trigonometric exact values from two simple triangles, then extends them to angles up to 360°.
Students derive the exact values of sin, cos and tan for 45° from a right-angled isosceles triangle with a hypotenuse of √2, and for 30° and 60° from an equilateral triangle of side 2 cut in half. They then meet angles greater than 90°, learning which ratios are positive in each quadrant and how to write an angle in terms of θ, before applying the rules without a calculator to values such as cos 150° and tan 135°.
A dependable addition to a GCSE trigonometry topic, giving students a clear reason behind each exact value rather than a list to memorise. Secure understanding here supports non-calculator papers and later work at A-Level.
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What year group is this for? Years 10–11 (ages 14–16), GCSE.
Which angles are covered? Exact values for 30°, 45° and 60°, extended to angles up to 360° using the quadrant rules.
Is it self-marking? Yes, with instant feedback on the questions.
| Year Groups | Year 10–11 |
|---|---|
| Resource Type | 🎓 Interactive Lesson & Activities |
| Format | Digital Only |
| Curriculum | England & Wales — KS4 (Years 10–11) |
| Added | 4 March 2026 |
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