Sin alpha/1-cos alpha +sin alpha/1+cos alpha=4
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Answer :
alpha = 30°
sin alpha [ (1+cos alpha) + sin alpha (1-cos alpha) ] ÷ 1-cos^2 alpha = 4
[ sin alpha ( 1+cos alpha + 1 - cos alpha ) ] ÷ sin^2 alpha = 4
*key : sin^2 alpha + cos^2 alpha = 1
1+1+ cos alpha - cos alpha = 4 sin alpha
2 = 4 sin alpha
1 = 2 sin alpha
sin alpha = ½
*alpha = 30°
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