Question: Consider this example problem: 6. Given sin 0 = : MIN and cos 0 6. Given sin = and coso < O, find (a) sin

6. Given sin = and coso < O, find (a) sin 29,

Consider this example problem:

sin20 = 2sinOcos9 2 (a) (b) cos20 = cos29 sin29 = 21

6. Given sin 0 = : MIN and cos 0

6. Given sin = and coso < O, find (a) sin 29, and (b) cos 20 = 1-2 21 sin 9 = cos9 = sin20 = 2sinOcos9 2 (a) (b) cos20 = cos29 sin29 = 21 21 21 25 Or cos29 = 1 2sin 9 25 4 25 25 4 21 25 17 25 17 25

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