cos225°=cos(-225°)=cos(360°-225°)=cos135°=-√2/2
sin11/3π=cos(4π-1/3π)=cos(-1/3π)=cos1/3π=1/2
sin(-16/3π)=sin(-6π+2/3π)=sin2/3π=sin(π-1/3π)=sin1/3π=√3/2
cos(-2040°)=cos(-6*360°+120°)=cos120°=-1/2
求下列三角函數(shù)值
求下列三角函數(shù)值
cos225°
sin11/3π
sin(-16/3π)
cos(-2040°)
cos225°
sin11/3π
sin(-16/3π)
cos(-2040°)
數(shù)學(xué)人氣：220 ℃時間：2020-06-12 21:55:55
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