首页
(2009•天水)不等式组的解集在数轴上表示,正确的是A.B.C.D.
试题详情
(2009•天水)不等式组
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACkAAAAoCAYAAABjPNNTAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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=
)
的解集在数轴上表示,正确的是( )
A.
![](https://img.xintiku.com/upload/c9/b1/c9b1984a104d14dd238d1e02ce1f1384.png)
B.
![](https://img.xintiku.com/upload/3d/b7/3db788cd545b869c687d7db72c3aff71.png)
C.
![](https://img.xintiku.com/upload/4d/f8/4df8db5a61fc1bd8368bfdd22327fe7d.png)
D.
相关试题
-
(2009•天水)不等式组
的解集在数轴上表示,正确的是( )
A.![](https://img.xintiku.com/upload/c9/b1/c9b1984a104d14dd238d1e02ce1f1384.png)
B.![](https://img.xintiku.com/upload/3d/b7/3db788cd545b869c687d7db72c3aff71.png)
C.![](https://img.xintiku.com/upload/4d/f8/4df8db5a61fc1bd8368bfdd22327fe7d.png)
D.
-
(2009•天水)不等式组
的解集在数轴上表示,正确的是( )
A.![](https://img.xintiku.com/upload/9a/d7/9ad76ced25a0d859159527fa5a776492.png)
B.![](https://img.xintiku.com/upload/97/81/978127ed6a7d26787e4d5dcea63ae50e.png)
C.![](https://img.xintiku.com/upload/b2/46/b246dee659d44281229e018fb7022ae2.png)
D.
-
(2009•天水)不等式组
的解集在数轴上表示,正确的是( )
A.![](https://img.xintiku.com/upload/16/51/16510b42472e5afffa2a0c2f117fd69d.png)
B.![](https://img.xintiku.com/upload/f0/bd/f0bd8d5c7b58405c907f93f1464ded05.png)
C.![](https://img.xintiku.com/upload/00/7c/007cc4fd90f81bd3b4ccdd8d54d68953.png)
D.
-
(2009•伊春)不等式组
的解集在数轴上表示正确的是( )
A.![](https://img.xintiku.com/upload/b4/d2/b4d25d5df8cf9f2c4662bf5284d40798.png)
B.![](https://img.xintiku.com/upload/e6/a1/e6a1ebd6fbd5bd761f540817ea09c157.png)
C.![](https://img.xintiku.com/upload/b9/18/b918ee34e91ed29649371fa0896d5ffc.png)
D.
-
(2009•莆田)不等式组:
的解集在数轴上表示正确的是( )
A.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFsAAAAjCAYAAAD7R3Y1AAAAAXNSR0IArs4c6QAAAARnQU1BAACx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)
B.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFwAAAAiCAYAAADSx77pAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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=
)
C.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFoAAAAkCAYAAAAJgC2zAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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)
D.
-
(2009•莱芜)不等式组
的解集在数轴上表示正确的是( )
A.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJgAAAAhCAYAAAAlB2KcAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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)
B.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIsAAAAiCAYAAABvCirZAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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=
)
C.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJgAAAAiCAYAAACjkxAyAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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==
)
D.
-
(2009•莆田)不等式组:
的解集在数轴上表示正确的是( )
A.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFsAAAAjCAYAAAD7R3Y1AAAAAXNSR0IArs4c6QAAAARnQU1BAACx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)
B.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFwAAAAiCAYAAADSx77pAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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=
)
C.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFoAAAAkCAYAAAAJgC2zAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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)
D.
-
(2009•金华)不等式组的解集
在数轴上表示正确的是( )
A.![](https://img.xintiku.com/upload/5b/4c/5b4c780b3571bc5cf9dde7a9c76933cd.png)
B.![](https://img.xintiku.com/upload/6e/f2/6ef208e7c9ea8751c3b3fab99cc091b3.png)
C.![](https://img.xintiku.com/upload/99/bb/99bbf0f13903c52b2bcb5d113e9b029c.png)
D.
-
(2009•莱芜)不等式组
的解集在数轴上表示正确的是( )
A.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJgAAAAhCAYAAAAlB2KcAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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)
B.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIsAAAAiCAYAAABvCirZAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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=
)
C.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJgAAAAiCAYAAACjkxAyAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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==
)
D.
-
(2009•随州模拟)不等式组
的解集在数轴上表示正确的是( )
A.![](https://img.xintiku.com/upload/75/4f/754f8e7c07187ed28d0f2ab7babd5975.png)
B.![](https://img.xintiku.com/upload/c8/10/c810e697ab4d7c698c282cecfaa5ee2a.png)
C.![](https://img.xintiku.com/upload/e1/ea/e1ea36805e7f4031fc659d7fe8793f2c.png)
D.