方程sin(x+π/3)=m/2在[0,π]上有两个解 求实数m的取值范围及两实根之和
人气:367 ℃ 时间:2019-08-21 13:48:25
解答
x∈[0,π]∴x+π/3∈[π/3,4π/3]画出大致图像x+π/3∈[π/3,2π/3]时有两个解sinπ/3=sin2π/3=√3/2sinπ/2=1∴√3/2<=m/2<1∴√3<=m<2m取值范围是[√3,2)两根关于x+π/3=π/2对称∴x1+π/3+x2+π...
推荐
- 已知函数f(x)=sin(x+π3)-m2在[0,π]上有两个零点,则实数m的取值范围为( ) A.[-3,2] B.[3,2) C.(3,2] D.[3,2]
- 已知sinθ、cosθ是关于x的方程x²-kx+k+1=0的两个实数根,且0<θ<2π,求实数k,θ的值
- 如果方程x^2-(m-3)x+m^2-m-2=0的两个根分别在区间(0,1)和(1,2)内,求实数m的取值范围
- 若关于X的方程4^x+2^x*a+a+1=0有实根,求实数a的取值范围
- 知sinθ,cosθ是关于x的方程x方-kx+k+1=0的两个实根,且0
- In many countries,
- Tom ﹙ ﹚come to the party tonight.but I am not sure about it.A.need B.must C.may D.would
- 醇和醚怎样鉴别
猜你喜欢