cos78°cos33°+sin78°sin33°=
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cos78°cos33°+sin78°sin33°=
cos78°cos33°+sin78°sin33°=
cos78°cos33°+sin78°sin33°=
cos78°cos33°+sin78°sin33°
=cos(78-33)°
=cos45°
=√2/2
cos78°cos33°+sin78°sin33°=
Cos78°-Sin78°+ Cos36°求值,
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sin18°cos12°+cos18°cos78°
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sin6°sin42°sin66°sin78°
sin6°sin42°sin66°sin78°求值
求值:sin6°sin42°sin66°sin78°
sin6°sin42°sin66°sin78°的结果.
sin6°sin42°sin66°sin78°等于多少
sin78°-sin66°-sin42°+sin6°
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sin6°sin42°sin66°sin78°=
sin78°cos18°-sin12°sin162°=
sin12°cos18°-sin78°cos108°=?