问题
选择题
sin68°sin67°-sin23°cos68°的值为( )
|
答案
∵sin23°=sin(90°-67°)=cos67°,
∴sin68°sin67°-sin23°cos68°
=sin68°sin67°-cos67°cos68°
=-(cos67°cos68°-sin68°sin67°)
=-cos(67°+68°)
=-cos135°
=
.2 2
故选:B.
sin68°sin67°-sin23°cos68°的值为( )
|
∵sin23°=sin(90°-67°)=cos67°,
∴sin68°sin67°-sin23°cos68°
=sin68°sin67°-cos67°cos68°
=-(cos67°cos68°-sin68°sin67°)
=-cos(67°+68°)
=-cos135°
=
.2 2
故选:B.