一课一练是每位老师在教学过程中必不可少的教学工具,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一课一练,这样会成长的更快。新东方在线小学网整理了《2019年北师大版一年级上册数学一课一练:<加与减二(答案)>》,供老师们参考。
北师大版一年级上册数学一课一练:加与减二(答案)
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" width="503" height="597"/> 以上是《2019年北师大版一年级上册数学一课一练:<加与减二(答案)>》的内容,更多北师大版一年级上册小学教学一课一练请关注新东方在线小学网。