2019年沪教版四年级下册数学教案:《折线统计图的画法》

2019-09-12 18:01:00来源:网络

  新学期开学在即,老师们都要开始准备教案了。对于一些教学经验还不够丰富的老师来说需要多看一些好的教案,这样会成长的更快。新东方在线小学网整理了《2019年沪教版四年级下册数学教案:<折线统计图的画法>》,供老师们参考。

  沪教版四年级下册《折线统计图的画法》数学教案

  教学目 标:

  1.了解画单式折线统计图的一般步骤。

  2.掌握绘制单式折线统计图的方法,会根据给出的数据在方格纸上画单式折线统计图。

  3. 培养同学们实际动手操作的能力。

  教学重点:

  掌握绘制单式折线统计图的方法。

  教学难点:

  根据统计图表,合理确定横轴、 纵轴 上的数据位置。

  教学准备:

  多媒体课件,实物投影仪。

  教学过程:

  一、引入

  1. 出示第47页某日气温的统 计表。

  2.师:学校气象小组测量某天气温并 汇总成统计表,由于上体育课10点钟忘记测量了。

  3.提问:从这张统计表中我们可以了解到哪些信息?

  

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  二、探究

  1.师:怎样根据这张统计表画出折线统计图?

  2. 小组讨论,交流汇报。

  (1)横轴表示什么?以什么为单位?怎样确定横轴上的数据位置?

  (2)纵轴表示什么?以什么为单位?怎样确定纵轴上的数据位置?

  (3)纵轴上一小方格表示多 少?

  (4)折线统计图上的点是怎样找出来的?

  (5)一张完整 的折线统计图必须有哪些内容?

  3.学生尝试画师生共同总结折线统计图。

  4.师生共同总结折线统计图的一般画法。

  5.思考:怎样 的折线统计图是合理的?

  三、应用

  根据下面的统计表,画出反映小丁丁体重变化情况的折线统计图。

  1.出示小丁丁的体重变化统计表(每月15日测)

月份1212345
体重(千克)23.824.524.724.024.325.1

  2.从表格中你能获取哪些信息?

  3.思考:

  (1)横轴表示什么?

  (2)纵轴表示什么?

  (3)你认为纵轴上的一小格表示多少较合适?为什么?

  (4)标题应怎样写?

  4.尝试完成 。

  

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" width="500" height="360"/>

  5.集体交流,(实物投影展示)

  四、全课总结:

  1.说说画折线统计图的方法。

  2.怎样画出的折线 统计图比较合理?

  以上是《2019年沪教版四年级下册数学教案:<折线统计图的画法>》的内容,更多沪教版四年级下册小学教学教案请关注新东方在线小学网。


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