Cos 9 degrees- Sin 9 degrees =?
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Consider, sin72=2sin36cos36
⇒sin(90−18)=4sin18cos18(1−2sin218)
⇒cos18=4sin18cos18(1−2sin218)
⇒8sin318−4sin18+1=0
⇒(2sin18−1)(4sin218+2sin18−1)=0∵ sin18=21
∴ 4sin218+2sin18−1=0
⇒sin18=4−1±5
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