Maths Problem

2014-01-01 11:33 pm
1)Solve 1/sin^2(2x+30)=1+tan^2x

回答 (2)

2014-01-02 6:05 am
✔ 最佳答案
1 / sin²(2x + 30°) = 1 + tan²x

1 / sin²(2x + 30°) = sec²x

1 / sin²(2x + 30°) = 1 / cos²x

sin²(2x + 30°) = cos²x

sin²(2x + 30°) = sin²(90° - x)

2x + 30° = 90° - x

3x = 60°

x = 20°
參考: fooks
2014-01-02 5:48 am
sorry, the answer is wrong
this is a MC question, 4 choose:20,25,30 and 35


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