题目内容
求值:cos225°+tan240°+sin(-60°)+cot(-570°)=______.
cos225°+tan240°+sin(-60°)+cot(-570°)
=cos(45°+180°)+tan(60°+180°)-sin60°+cot(720°-570°)
=-cos45°+tan60°-sin60°+cot150°
=-cos45°+tan60°-sin60°+cot(180°-30°)
═-cos45°+tan60°-sin60°-cot30°
=-
+
-
-
=-
-
.
故答案为:-
-
.
=cos(45°+180°)+tan(60°+180°)-sin60°+cot(720°-570°)
=-cos45°+tan60°-sin60°+cot150°
=-cos45°+tan60°-sin60°+cot(180°-30°)
═-cos45°+tan60°-sin60°-cot30°
=-
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=-
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故答案为:-
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