中考网 发表于 2017-8-12 11:01:53

2018中考体育备考:排球项目考试规则

-->
                       
          中考体育排球在墙面距地面高度1.40米处设一标志线;在地面距墙壁1.50米处划一标志线。测试用球符合排球规则中规定的比赛用球,更多中考体育排球考试规则请看下文。
       
          (一)场地器材
       
http://jn.zhongkao.com/e/20170810/data:image/png;base64,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
          (二)测试方法
       
          考生站在地上标志线外,自己将球向上抛起(开始计时),连续对墙垫球。将球垫至墙面标志线以上,方能计数,反之不予计数。在垫球过程中,球落地由考生自行捡球并继续进行垫球,直至时间结束。测试时当场报出成绩并予以登记。
       
          (三)基本要求
       
          每位考生仅限一次测试机会,时间为40秒。
页: [1]
查看完整版本: 2018中考体育备考:排球项目考试规则