Prove that - 2sin A2 = - √(1 + sin A) - √(1 - sin A) ?
}&line2=\mathrm{Solution:\:}27.54117%E2%80%A6 "15)/(sin(33))")
15)/(sin(33))
\cos(12^{\circ%20})-\sin(33^{\circ%20})\sin(12^{\circ%20})}&line2=\mathrm{Solution:\:}\sqrt{2} "1/(cos(33)cos(12)-sin(33)sin(12))")
1/(cos(33)cos(12)-sin(33)sin(12))
Simple Sine – GeoGebra
Match the following.List - I List - II1. cos 6^∘sin 24^∘cos 72^∘ a. 316 2. cos 10^∘cos 30^∘cos 50^∘cos 70^∘ b. 116 3. sin 2^∘sin 24^∘sin 48^∘sin 84^∘ c. 316 4. sin 20^∘sin 40^∘sin 60^∘sin 80^∘ d. 18
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SOLVED:Show that cos87^∘+cos33^∘=sin63^∘.
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&line2=\mathrm{Solution:\:}0.54463%E2%80%A6 "sin(33)")