北语网院19春《韩语语法》作业_1234答案
19春《韩语语法》作业_11.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/3495.jpg"/>
A.A
B.B
C.C
D.D
2.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4622.bmp"/>
A.A
B.B
C.C
D.D
3.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4608.bmp"/>
A.A
B.B
C.C
D.D
4.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4675.bmp"/>
A.A
B.B
C.C
D.D
5.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4595.bmp"/>
A.A
B.B
C.C
D.D
6.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4677.bmp"/>
A.A
B.B
C.C
D.D
7.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4603.bmp"/>
A.A
B.B
C.C
D.D
8.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/3471.jpg"/>
A.A
B.B
C.C
D.D
9.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/3447.jpg"/>
A.A
B.B
C.C
D.D
10.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/3462.jpg"/>
A.A
B.B
C.C
D.D
11.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4661.bmp"/>
A.A
B.B
C.C
D.D
12.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/3440.jpg"/>
A.A
B.B
C.C
D.D
13.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4690.bmp"/>
A.正确
B.错误
14.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4637.bmp"/>
A.A
B.B
C.C
D.D
15.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4653.bmp"/>
A.A
B.B
C.C
D.D
16.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4650.bmp"/>
A.A
B.B
C.C
D.D
17.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/3482.jpg"/>
A.A
B.B
C.C
D.D
18.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4684.bmp"/>
A.正确
B.错误
19.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4665.bmp"/>
A.A
B.B
C.C
D.D
20.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4676.bmp"/>
A.A
B.B
C.C
D.D
21.[单选题]<img width="391" height="67" style="width: 390px; height: 67px;" 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"/>
A.A
B.B
C.C
D.D
22.[单选题]<img width="488" height="68" style="width: 476px; height: 66px;" 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"/><p></p>
A.A
B.B
C.C
D.D
23.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4666.bmp"/>
A.A
B.B
C.C
D.D
24.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4639.bmp"/>
A.A
B.B
C.C
D.D
25.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4647.bmp"/>
A.A
B.B
C.C
D.D
感谢分享。:lol
页:
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