sin²120°+cos180°+tan45°-cos²330°+sin(-210°)急用,注意 是cos²330°

来源:学生作业帮助网 编辑:作业帮 时间:2024/07/12 16:56:24
sin²120°+cos180°+tan45°-cos²330°+sin(-210°)急用,注意 是cos²330°
xRN@ILLN괠$| ]AbJ|@j§UH\s3wf\R..{L6%@,#xp%ܠ{eD/Tu}[Ce!5V`.Ii 5ֹD~XG x$9tk$hom)R 1g$"0!IfZ@\& NJU EsKBp-tq|@Dg0o@?0*̴ǾݶZ}` ;o4pfճv9q9r*,_y˳J㌓}jd{]5-G-h*NE#YgFFs

sin²120°+cos180°+tan45°-cos²330°+sin(-210°)急用,注意 是cos²330°
sin²120°+cos180°+tan45°-cos²330°+sin(-210°)
急用,注意 是cos²330°

sin²120°+cos180°+tan45°-cos²330°+sin(-210°)急用,注意 是cos²330°

sin120°=sin60°=√3/2
cos180° = -1
tan45°=1
cos330° = cos30° = √3/2
sin(-210°) = sin(-360°+150°)=sin150°=sin30°=1/2
原式=3/4 -1 + 1 - 3/4 + 1/2 = 1/2

sin²120°+cos180°+tan45°-cos²330°+sin(-210°)
=3/4-1+1-3/4+1/2
=1/2

3/4-1+1-3/4+1/2=1/2

sin²120°+cos180°+tan45°-cos²330°+sin(-210°)
(sin60°)²-cos(0°)+tan45°-(cos30°)²+sin(30°)
=3/4+(-1)+1-3/4+1/2
=1/2

【数学辅导团】为您解答!
不理解请追问,理解请点击“选为满意回答!”按钮
(*^__^*)谢谢!