2019年4月份吉林省自学考试停考过渡专业课程安排通知
发布日期:2018-11-16 点击次数:2061
内容提要:吉林省自学考试停考专业通知
2019年4月吉林省高等教育自学考试
停考过渡专业课程安排表
专业及代码
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4月13 日( 星期六)
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4月14 日(星期日)
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上午(9:00--11:30)
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下午(14:30--17:00)
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上午
(9:00--11:30)
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下午(14:30--17:00)
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公共课
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毛泽东思想和中国特色社会主义理论体系概论12656
普通逻辑00024
中国近现代史纲要03708
教育学(一)00429
复变函数与积分变换02199
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政治经济学(财经类)00009
思想道德修养与法律基础03706
马克思主义基本原理概论03709
线性代数(经管类)04184
线性代数02198
物理(工)00420
计算机应用基础00018
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心理学00031
概率论与数理统计(二)
02197
概率论与数理统计(经管类)
04183
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大学语文04729
英语(一)00012
日语(一)00013
俄语(一)00014
英语(二) 00015
日语(二)00016
俄语(二)00017
高等数学(一)00020
高等数学(工专)00022
高等数学(工本)00023
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经济类
共同课
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管理系统中计算机应用00051
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管理学原理00054
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基础会计学00041
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经济法概论(财经类)
00043
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本科 (35个专业)
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经济学
020115
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西方经济学00139
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发展经济学00141
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国际经济学00140
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工商企业管理020202
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企业经营战略00151
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金融理论与实务00150
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质量管理(一)00153
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组织行为学00152
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铁道财务会计020264
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铁路运输经济学07106
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交通运输管理信息系统07299
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运输市场营销07269
交通运输经济法规07111
|
施工企业会计05290
|
企业现场管理020289
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企业实用英语03722
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汽车市场营销学01458
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创造学原理01459
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汽车装配技术01463
机械原理与机械设计01461
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行政法030114
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行政处罚法06908
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行政复议法06910
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行政管理学00277
国家公务员法06913
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国家赔偿法06911
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治安管理030407
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安全防范技术应用01593
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刑事证据学00370
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刑事侦查情报学00861
|
公安决策学00371
|
心理健康教育040110
|
变态心理学(一)05626
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学校心理学05955
儿童发展心理学03585
|
临床心理学05622
人格心理学04269
|
健康心理学05956
|
秘书学
050104
|
中国秘书史00523
传播学概论00642
|
文书学00524
管理信息的收集与处理00528
|
中外秘书比较00527
|
公文选读00525
档案管理学00511
|
朝鲜语言文学050110
|
中国近现代史纲要(朝文试卷)03708
美学概论(朝)01291
|
马克思主义基本原理概论(朝文试卷)03709
西方现代派文学(朝)01294
|
汉朝翻译01292
文学概论(二)(朝文试卷)00542
|
中国朝鲜族文学史01289
|
朝鲜语050205
|
高级韩国语01111
|
韩国语阅读01113
|
韩国语写作01117
|
第二外语(俄语)00839第二外语(日语)00840第二外语(英语)00845
|
商务英语050225
|
国际市场营销(英语)
09129
|
英语语法00831
国际商务会计
01317
|
英语国家概况00522
商务英语翻译
05355
|
商务英语写作(一)01316
第二外语(俄语)00839第二外语(日语)00840
|
广告学050302
|
美学00037
传播学概论00642
|
现代管理学00107
中国现代文学作品选00530
|
|
社会学概论00034
法学概论00040
|
新闻学050305
|
传播学概论00642
|
中外新闻作品研究00661
|
|
新闻评论写作00658
|
公共关系050309
|
创新思维理论与方法03298
公共政策00318
|
公共关系口才03292
|
现代谈判学03293
|
公共关系案例03294
组织行为学00152
|
视觉传达设计
(装潢设计方向)050433
|
色彩与构成07883
包装设计05426
|
展示设计05975
广告设计07077
|
系列书籍装帧设计05546
|
字体设计00713
|
动画设计(特教)050438
|
中国近现代史纲要(聋哑试卷)03708
原画理论与创作01062
|
马克思主义基本原理概论(聋哑试卷)03709
计算机应用基础(聋哑试卷)00018
数字影视后期合成04513
|
三维动画04511
|
卡漫创作与短片制作01071
|
服装设计与工程050443
|
服装结构设计00680
成衣制作工艺05409
|
成衣工艺设计03913
服装纸样原理05401
|
西洋服装史03907
服装发展简史03902
|
服装材料学03908
服饰文化07541
服装制版与放码03917
|
应用心理学071502
|
普通心理学02106
|
心理学史06056
心理统计02110
|
学习心理学07051
实验心理学02108
|
变态心理学06053
心理咨询原理与技术07049
|
心理学071504
|
变态心理学(一)05626
教育原理00405
|
团体心理辅导03372
心理实验设计08667
|
心理学史05952
人力资源管理(四)08672
|
消费与广告心理学08670
组织管理心理学02112
|
信息管理与服务071602
|
信息组织02117
|
信息检索02118
|
信息咨询02140
|
信息用户与服务02119
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数控加工与模具设计080327
|
机械制造技术02191
|
机床数控原理05661
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数控编程05787
|
工程力学与机械设计05799
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汽车车身数字化设计080332
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汽车造型三维设计技术01901
|
车身三维数字化设计技术01903
|
汽车实用英语01321
车身及零部件实验技术01898
|
车身及零部件快速建模技术01899
|
汽车电子控制技术080606
|
汽车设计06929
汽车电控喷射技术06926
发动机原理02577
|
汽车制造工艺学06930
单片机原理及应用02358
|
汽车营销管理学06933
汽车制造基础06919
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汽车实验学06928
汽车底盘电控技术06902
汽车机械基础06921
|
计算机软件(编程技术方向)080711
|
C++语言03858
|
Visual Basic程序设计07759
|
计算机网络06540
计算机专业英语(一)07757
|
数据库原理02336
JAVA程序设计07870
|
建筑工程
080806
|
结构力学(二)02439
|
建筑设备02446
|
计算机基础与程序设计02275
|
钢结构02442
|
公路与城市道路工程080821
|
土力学与地基基础04057
|
城市道路设计05506
|
交通工程学05113
|
结构设计原理(二)06287
|
食品科学与工程081308
|
食品机械与设备03279
|
食品分析03277
|
生物化学(二)02634
|
食品营养学03286
|
食品安全与品控081314
|
食品加工与保藏(本)05767
|
食品工厂设计与环境保护03794
|
有机/绿色食品概论03797
|
食品营养学03286
食品包装学04193
|
汽车营销与售后技术服务081722
|
汽车经营管理学05856
|
商务沟通与谈判05857
|
汽车性能与使用05858
|
汽车构造02576
汽车市场调查与分析05862
|
工业工程(汽车精益管理方向)
082205
|
汽车精益物流技术12549
|
全面品质管理(TQM)12551
|
全面生产维修(TPM)12552
运筹学06603
|
现代企业管理方法07103
|
汽车服务工程082232
|
汽车智能化检测技术06899
汽车鉴定与评估04444
|
汽车节能技术06895
汽车运用工程06898
|
汽车维修工程04447
|
汽车保险与理赔05873
|
农学090102
|
作物栽培学(二)02670
种子生产与经营管理02683
|
作物育种学02672
农业推广学02678
|
植物生产概论02717
生物化学(二)02634
|
农产品加工02680
土壤肥料学02668
|
畜牧兽医090403
|
动物遗传育种学02794
|
动物营养与代谢病防治02795
农业推广学02678
|
小动物疾病诊断与防治07920
|
畜牧微生物学02798
|
社区护理学100705
|
护理社会学概论03700
社区护理学导论03621
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预防医学(二)03200
|
老年护理学04435
|
中医护理学基础03629
社区健康评估03622
|
中药学100802
|
药事管理学03034
|
中药制药工程原理与设备03052
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药理学(三)03050
中药制剂分析03053
|
生理学02899
|
专科 (15个专业)
|
企业现场管理020164
|
企业实用英语03722
|
工作图表与设计03725
工效学(含安全评价)03730
|
经济应用数学06956
成本核算与控制03738
|
机械工程学(含CAD)03727
|
会计
020203
|
管理会计(一)00157
|
中国税制00146
|
中级财务会计00155
|
企业管理概论00144
|
法律
030112
|
宪法学05679
国际法00247
|
刑法学00245
|
刑事诉讼法学00260
|
法理学05677
|
心理健康教育040109
|
心理健康教育概论05615
|
青少年心理卫生05618
|
社会心理学04265
|
特殊儿童心理与教育03518
|
秘书
050102
|
现代汉语基础00854
|
当代中国政治制度00315
|
秘书实务00510
|
法学概论00040
社会学概论00034
|
朝鲜语言文学050119
|
毛泽东思想和中国特色社会主义理论体系概论(朝文试卷)12656
现代朝鲜语00587
|
思想道德修养与法律基础(朝文试卷)03706
古代朝鲜语00586
|
文学概论(二)(朝文试卷)00542
|
朝语写作00828
|
朝鲜语050211
|
朝鲜语阅读00849
|
朝鲜语基础(二)00628
|
朝鲜语基础(一)00627
|
翻译(汉韩互译)(一)01108
|
艺术设计(特教)050436
|
毛泽东思想和中国特色社会主义理论体系概论(聋哑试卷)12656
|
思想道德修养与法律基础(聋哑试卷)03706
|
现代设计史05424
|
大学语文(聋哑试卷)04729
|
服装设计与工程050442
|
成衣制作工艺05409
|
服装纸样原理05401
服装材料00677
|
服装生产管理03904
服装发展简史03902
|
服装企业督导管理03905
|
数控技术应用080744
|
机械制图及AutoCad04068
机械制造技术02191
|
公差配合与测量04110
数控原理与数控技术运用05785
|
机械工程材料02561
数控编程05787
|
工程数学06268
|
汽车维修与检测081725
|
汽车车身电控技术06903
|
工程图学基础06918
|
机械设计基础02185
汽车构造06893
|
汽车运行材料06906
|
汽车服务工程082229
|
汽车发动机构造与维修 05875
职业道德与礼仪05868
|
汽车底盘构造与维修05877
|
汽车电气设备与维修05879
|
汽车营销技术05871
|
康复治疗技术100313
|
常见疾病康复学12514
|
中国传统康复技术12515
|
康复工程技术12517
|
|
社区护理学100704
|
健康教育学00488
社区护理学导论03621
病理学02901
|
营养学03000
药理学(一)02903
|
微生物学与免疫学基础02864
|
生理学02899
社区健康评估03622
|
生物制药100906
|
有机化学(二)02066
|
无机化学(二)02173
注射药品制剂学01406
|
药事法规07956
代谢与调控01398
|
生物药理学01399
|
自学考试提高通过率致电13620791345
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)
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