已知函数f(x)=sin(ωx+π/3),f(π/6)=f(π/3),且f(x)在区间(π/6,π/3)有最小值无最大值,则ω=

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已知函数f(x)=sin(ωx+π/3),f(π/6)=f(π/3),且f(x)在区间(π/6,π/3)有最小值无最大值,则ω=已知函数f(x)=sin(ωx+π/3),f(π/6)=f(π/3),且

已知函数f(x)=sin(ωx+π/3),f(π/6)=f(π/3),且f(x)在区间(π/6,π/3)有最小值无最大值,则ω=
已知函数f(x)=sin(ωx+π/3),f(π/6)=f(π/3),且f(x)在区间(π/6,π/3)有最小值无最大值,则ω=

已知函数f(x)=sin(ωx+π/3),f(π/6)=f(π/3),且f(x)在区间(π/6,π/3)有最小值无最大值,则ω=
对称轴x=π/4
且对称轴左边递减右边递增,所以对应2kπ-π/2
w*π/4+π/3=2kπ-π/2
w=8k-10/3
根据在区间(π/6,π/3)有最小值无最大值,w=14/3