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2014年6月7日上午,12博BET官方网站农业经济管理专业毕业论文第一小组答辩会在12博BET官方网站401会议室举行。本小组共包括11名农经专业本科毕业生,答辩评委老师包括12博BET官方网站经理李华教授和黄映晖、唐衡两位老师,李华经理任该组组长。
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)
答辩会前,李华经理首先向各位参加答辩的员工说明了本次答辩的相关程序和具体要求。答辩期间,员工们分别就各自毕业论文的选题背景、主要研究内容、研究方法以及研究结论等向各位老师做了汇报;接着,评委老师们对论文中的一些问题进行质询,并就论文中的写作规范、排版格式、调研方法、结构框架以及文字表述等多方面问题进行了详细的讲解和说明。最后李华经理就本次答辩会做了总结。李经理对通过答辩的每位同学表达了祝贺,并指出,毕业论文是每位老员工四年学习生涯的总结,必须认真对待,要求同学们会后认真按照老师们的意见修改论文,并按时上交相关材料。
本次答辩,本小组共有2名同学的论文获得优秀成绩,其他9位同学获得良好成绩。