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Trigonometry Ph I [Trigonometric Ratios and Identities] Gon (Sides) Tri (3) Metron (Measure) Trigonometry [Properties of Triangle] [Properties of Triangle] A c B b a C [Properties of Triangle] A c B b a C [Properties of Triangle] A c B b a C [Properties of Triangle] A c B b a C [Properties of Triangle] A c B b a C [Fundamental Ratios] H P θ B [Fundamental Ratios] sin θ cos θ tan θ P B P H H H P θ B B cosec θ sec θ cot θ [3 Important Identities] Examples Examples Examples Examples Two parallel chords of a circle, which are on the same side of the centre, subtend angles of 72° and 144° respectively at the centre Prove that the perpendicular distance between the chords is half the radius of the circle Examples Two parallel chords of a circle, which are on the same side of the centre, subtend angles of 72° and 144° respectively at the centre Prove that the perpendicular distance between the chords is half the radius of the circle In any circle prove that the chord which subtends 108° at the centre is equal to the sum of the two chords which subtend angles of 36° and 60° Examples What values between 0° and 360° may A have when Examples What values between 0° and 360° may A have when Examples What values between 0° and 360° may A have when Examples What values between 0° and 360° may A have when Examples What values between 0° and 360° may A have when Examples What values between 0° and 360° may A have when Examples Examples Examples Solve Sheet To Attain Advance Level