小学教育网 发表于 2018-11-21 22:27:57

数学智力题:调等式

数学智力题:调等式
          如下图所示,这是一个等式,请移动其中的一根火柴,使这个等式依然成立,而且结果不变。你知道怎么移动吗?
       
       
http://www.aoshu.com/e/20181120/data:image/png;base64,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
       
       
          答案:将62变成52,-5变成+5即等式:35+52+7+5=99。
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查看完整版本: 数学智力题:调等式