y=sin(π/3-1/2x) x∈[-2π,2π]的单调递增区间 ,

来源:学生作业帮助网 编辑:六六作业网 时间:2024/05/22 01:50:10
y=sin(π/3-1/2x)x∈[-2π,2π]的单调递增区间,y=sin(π/3-1/2x)x∈[-2π,2π]的单调递增区间,y=sin(π/3-1/2x)x∈[-2π,2π]的单调递增区间,y

y=sin(π/3-1/2x) x∈[-2π,2π]的单调递增区间 ,
y=sin(π/3-1/2x) x∈[-2π,2π]的单调递增区间 ,

y=sin(π/3-1/2x) x∈[-2π,2π]的单调递增区间 ,
y=sinx的单调递增区间为x∈〔-π/2,π/2〕
因此-π/2≤π/3-x/2≤π/2
-5π/6≤-x/2≤π/6
-π/3≤x≤5π/3
y=sin(π/3-x/2)的单调递增区间为:x∈〔-π/3,5π/3〕