Trigonometry Angles Demonstration This resource provides animated demonstrations

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Trigonometry – Angles – Demonstration This resource provides animated demonstrations of the mathematical method.

Trigonometry – Angles – Demonstration This resource provides animated demonstrations of the mathematical method. Check animations and delete slides not needed for your class.

A right-angled triangle has 4 parts. n e ot p y H Adjacent Hypotenuse

A right-angled triangle has 4 parts. n e ot p y H Adjacent Hypotenuse – always opposite the right-angle & always longest. Opposite e s u

SOH CAH TOA O Sin θ H (H) Cos θ 6 cm (O) 5

SOH CAH TOA O Sin θ H (H) Cos θ 6 cm (O) 5 cm H Tan θ A

SOH CAH TOA O Sin θ H 7 cm (O) 9 cm (H) Cos

SOH CAH TOA O Sin θ H 7 cm (O) 9 cm (H) Cos θ H Tan θ A

SOH CAH TOA O Sin θ H 17 cm Cos θ (H) 14 cm

SOH CAH TOA O Sin θ H 17 cm Cos θ (H) 14 cm (A) H Tan θ A

SOH CAH TOA O Sin θ H Cos θ (A) 5 cm 14 cm

SOH CAH TOA O Sin θ H Cos θ (A) 5 cm 14 cm (H) H Tan θ A

SOH CAH TOA O Sin θ H Cos θ 5 cm (O) 3 cm

SOH CAH TOA O Sin θ H Cos θ 5 cm (O) 3 cm (A) H Tan θ A

SOH CAH TOA O Sin θ (A) 4 cm H Cos θ 7 cm

SOH CAH TOA O Sin θ (A) 4 cm H Cos θ 7 cm (O) H Tan θ A

SOH CAH TOA O Sin θ H Cos θ (H) 11 cm 9 cm

SOH CAH TOA O Sin θ H Cos θ (H) 11 cm 9 cm (A) H Tan θ A

SOH CAH TOA O Sin θ H Cos θ (H) 13 cm (O) 10

SOH CAH TOA O Sin θ H Cos θ (H) 13 cm (O) 10 cm H Tan θ A

SOH CAH TOA O Sin θ H (O) 4 cm (A) 5 cm Cos

SOH CAH TOA O Sin θ H (O) 4 cm (A) 5 cm Cos θ H Tan θ A

SOH CAH TOA O Sin θ H Cos θ H Tan θ 11 cm

SOH CAH TOA O Sin θ H Cos θ H Tan θ 11 cm 17 cm 14 cm 6 cm A 7 cm 8 cm

SOH CAH TOA O Sin θ H Cos θ H Tan θ 11 cm

SOH CAH TOA O Sin θ H Cos θ H Tan θ 11 cm 17 cm 14 cm 6 cm A 7 cm 8 cm

SOH CAH TOA O Sin θ H Cos θ H Tan θ 11 cm

SOH CAH TOA O Sin θ H Cos θ H Tan θ 11 cm 17 cm 14 cm 6 cm A 7 cm 8 cm

Questions? Comments? Suggestions? …or have you found a mistake!? Any feedback would be appreciated

Questions? Comments? Suggestions? …or have you found a mistake!? Any feedback would be appreciated . Please feel free to email: tom@goteachmaths. co. uk