求证sin^2a+cos^2(a+30°)+sinacos(a+30°)=3/4
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求证sin^2a+cos^2(a+30°)+sinacos(a+30°)=3/4求证sin^2a+cos^2(a+30°)+sinacos(a+30°)=3/4求证sin^2a+cos^2(a+30°
求证sin^2a+cos^2(a+30°)+sinacos(a+30°)=3/4
求证sin^2a+cos^2(a+30°)+sinacos(a+30°)=3/4
求证sin^2a+cos^2(a+30°)+sinacos(a+30°)=3/4
cos(a+30)=cosa*cos30-sina*sin30=3
把上述带入
可以得左边=3/4(sin^2a+cos^2a)=3/4
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求证sin^2a+cos^2(a+30°)+sinacos(a+30°)=3/4
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