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已知θ∈[0,π2],则直线y=xsinθ+1的倾斜角的取值范围是()A.[0,π2]B.[0,π6]C.[0,π3]D.[0,π4]
题目详情
已知θ∈[0,
],则直线y=xsinθ+1的倾斜角的取值范围是( )
A.[0,
]
B.[0,
]
C.[0,
]
D.[0,
]θ∈[0,
],则直线y=xsinθ+1的倾斜角的取值范围是( )
A.[0,
]
B.[0,
]
C.[0,
]
D.[0,
]
π π 2 2
[0,
]
B.[0,
]
C.[0,
]
D.[0,
]
π π 2 2
[0,
]
C.[0,
]
D.[0,
]
π π 6 6
[0,
]
D.[0,
]
π π 3 3
[0,
]
π π 4 4
π |
2 |
A.[0,
π |
2 |
B.[0,
π |
6 |
C.[0,
π |
3 |
D.[0,
π |
4 |
π |
2 |
A.[0,
π |
2 |
B.[0,
π |
6 |
C.[0,
π |
3 |
D.[0,
π |
4 |
π |
2 |
[0,
π |
2 |
B.[0,
π |
6 |
C.[0,
π |
3 |
D.[0,
π |
4 |
π |
2 |
[0,
π |
6 |
C.[0,
π |
3 |
D.[0,
π |
4 |
π |
6 |
[0,
π |
3 |
D.[0,
π |
4 |
π |
3 |
[0,
π |
4 |
π |
4 |
▼优质解答
答案和解析
∵θ∈[0,
],∴sinθ∈[0,1],
故直线y=xsinθ+1的斜率k∈[0,1],
设直线的倾斜角为α,则tanα∈[0,1],
又α∈[0,π),故α∈[0,
],
故选D θ∈[0,
π π π2 2 2],∴sinθ∈[0,1],
故直线y=xsinθ+1的斜率k∈[0,1],
设直线的倾斜角为α,则tanα∈[0,1],
又α∈[0,π),故α∈[0,
],
故选D
π π π4 4 4],
故选D
π |
2 |
故直线y=xsinθ+1的斜率k∈[0,1],
设直线的倾斜角为α,则tanα∈[0,1],
又α∈[0,π),故α∈[0,
π |
4 |
故选D θ∈[0,
π |
2 |
故直线y=xsinθ+1的斜率k∈[0,1],
设直线的倾斜角为α,则tanα∈[0,1],
又α∈[0,π),故α∈[0,
π |
4 |
故选D
π |
4 |
故选D
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