下列四个等式中,①cos(360°+300°)=cos300°;②cos(180°-300°)=cos300°;③cos(180°+300°)=-cos300°;④cos(360°-300°)=cos

题目简介

下列四个等式中,①cos(360°+300°)=cos300°;②cos(180°-300°)=cos300°;③cos(180°+300°)=-cos300°;④cos(360°-300°)=cos

题目详情

下列四个等式中,①cos(360°+300°)=cos300°;②cos(180°-300°)=cos300°;③cos(180°+300°)=-cos300°;④cos(360°-300°)=cos300°,其中正确的等式有(  )
A.1个B.2个C.3个D.4个
题型:单选题难度:中档来源:不详

答案

由诱导公式可得cos(360°+300°)=cos300°①正确;cos(180°-300°)=-cos300°②不正确;
cos(180°+300°)=-cos300°③正确;cos(360°-300°)=cos(-300°)=cos300°,④正确.
故选C.

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