题目内容
求值:(1)sin(-585°);(2)cos1 935°;(3)tan(-
解:(1)sin(-585°)=sin(-360°-225°)=-sin225°=-sin(180°+45°)=sin45°=
.
(2)cos1 935°=cos(360°×5+135°)=cos135°=cos(180°-45°)=-cos45°=-
.
(3)tan(-
)=tan(-4π-
)=-tan
=-tan(π-
)=tan
=
.
(4)cot
=cot(12π+
)=cot
=1.
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