sin21°cos9°−cos84°cos6°=
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Step-by-step explanation:
sin21 cos9-cos84 cos6
sin21 cos9-cos (90-6)cos6
sin21cos9-sin6cos6
1/2 (2sin21cos9-2sin6cos6)
1/2 {sin (21+9)+sin (21-9)}-1/2{sin(6+6)+sin (6-6)}
1/2 {sin30+sin12}-1/2 {sin12+sin0}
1/2 {1/2+sin12}-1/2 {sin12+0}
1/4+1/2sin-1/2sin12
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