2023年初级会计考试的时间已经确定,考试采用无纸化方式,于2023年5月(初级)举行。
初级资格考试于2023年5月13日至17日进行,共10个批次。
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)
2023年初级会计师报名以后多久下载打印准考证:
2023年初级会计准考证打印时间2023年4月12日以前,各省级考试管理机构公布本地区初级资格考试准考证网上打印起止时间。
初级会计师考试科目数量为多少:
初级会计师报考科目有两门。《初级会计实务》以及《经济法基础》两个考试科目需要连着考试,考试时间不允许混用。
初级会计考试考多少分属于合格:
初级会计考试两个科目的通过标准均为60分,即分数考到60分就算合格。
初级会计考试包括两个考试科目,分别是《初级会计实务》和《经济法基础》,两个科目的满分均为100分,通过标准均为60分,即考生每科考60分就能通过考试。
注意:考生想要取得初级会计证书,就需要在一个考试年度内通过所有科目的考试。
初级会计师考试机考系统应怎么进行操作呢:
全国会计专业技术初级资格无纸化考试操作说明,该操作指南为让考生熟悉无纸化考试环境和作答方式,和正式考试系统可能会有细微差别。操作步骤如下:
一、系统登录
进入答题系统后,请根据提示输入准考证号和证件号码,点击“登录”按钮进入系统等待界面。
二、系统等待界面
系统等待界面是考试前的一个提示界面,登录后请认真核对屏幕左上方的基本信息。利用考前等待时间认真阅读考试重要提示。点击“考生须知”按钮,进入考生须知详细说明;点击“操作说明”按钮,进入操作步骤详细说明。考试开始后,系统将自动进入考生答题界面。
三、答题界面
答题界面上方为标题栏,左下方为题号列表区域,右下方为试题区域。
四、结束考试