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22春《韩国语和韩国文化》作业_3
1.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4227.jpg"/>
答案资料下载请参考帮助中心说明
A.A
B.B
C.C
D.D
答:——A——
2.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4189.jpg"/>
A.A
B.B
C.C
D.D
答:——C——
3.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4168.jpg"/>
A.A
B.B
C.C
D.D
答:——A——
4.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4244.jpg"/>
A.A
B.B
C.C
D.D
答:————
5.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4322.jpg"/>
A.A
B.B
C.C
D.D
答:————
6.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4255.jpg"/>
A.A
B.B
C.C
D.D
答:————
7.[单选题]<img width="607" height="83" style="width: 600px; height: 83px;" src="data:image/png;base64,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"/>
A.A
B.B
C.C
D.D
答:————
8.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4326.jpg"/>
A.A
B.B
C.C
D.D
答:————
9.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4241.jpg"/>
A.A
B.B
C.C
D.D
答:————
10.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4238.jpg"/>
A.A
B.B
C.C
D.D
答:————
11.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4239.jpg"/>
A.A
B.B
C.C
D.D
答:————
12.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4218.jpg"/>
A.A
B.B
C.C
D.D
答:————
13.[单选题]<img width="611" height="87" style="width: 600px; height: 78px;" src="data:image/png;base64,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"/>
A.A
B.B
C.C
D.D
答:————
14.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4222.jpg"/>
A.A
B.B
C.C
D.D
答:————
15.[单选题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4197.jpg"/>
A.A
B.B
C.C
D.D
答:————
16.[判断题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4314.jpg"/>
A.对
B.错
答:————
17.[判断题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4287.jpg"/>
A.对
B.错
答:————
18.[判断题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4289.jpg"/>
A.对
B.错
答:————
19.[判断题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4286.jpg"/>
A.对
B.错
答:————
20.[判断题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4312.jpg"/>
A.对
B.错
答:————
21.[判断题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4282.jpg"/>
A.对
B.错
答:————
22.[判断题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4271.jpg"/>
A.对
B.错
答:————
23.[判断题]<img width="473" height="46" style="width: 468px; height: 44px;" src="data:image/png;base64,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"/>
A.对
B.错
答:————
24.[判断题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4269.jpg"/>
A.对
B.错
答:————
25.[判断题]<img src="http://otsstatic.chinaedu.net/ots/blcu/eblcuimage/4309.jpg"/>
A.对
B.错
答:————
转载请注明，无忧答案网
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