函数y=2sin(2x+π/3)(-π/6≤x≤π/6)的值域是
函数y=2sin(2x+π/3)(-π/6≤x≤π/6)的值域是
函数y=sin(x+π/6),x属于【0,π/2】的值域是?
求函数的值域y=sin(2x+π/3),x∈(-π/6,π)
0≤x≤π/2,求函数y=sin(2x+π/3)的值域
求函数y=2sin(2x+π/3),x属于(-π/6,π/6)的值域
求函数y=sin(π/6-3x),x∈(π/6,π/2]的值域 求详解
函数y=2sin(x+π/3),x属于[π/6,π/2]的值域
函数y=sin^2 x-cosx+3,x属于(2π/3,π/6]的值域为
求函数y=3-2sin(x+π/6),x∈[0,2π]的值域
函数f(x)=(sin x-1)/(3-2cos x-2sin x)^(1/2) (0≤x≤2π) 的值域是( )
求函数y=4sin^2 x+6cosx-6 (-π/3≤x≤2π/3)的值域
函数Y=1+2sin(3x+π/2)在X∈[0,π/3]的值域是