小学教育网 发表于 2018-11-24 12:51:39

数学智力题:杯中盐水的浓度是多少?

数学智力题:杯中盐水的浓度是多少?
          有一只容积为100毫升的杯子,装满了浓度(质量/体积)为80%的盐水,从中倒出40毫升盐水,再倒入清水将杯盛满,这样反复三次。杯中盐水的浓度是多少?
       
       
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
       
       
          答案:最后杯中盐水的体积还是100毫升。解题的关键在于算出最后盐水中盐的质量。最开始杯中的含盐量是:100×80%=80(克)。   第一次倒入清水后的含盐量是:80-40×80%=48(克),盐水的浓度是:48/100×100%=48%;   第二次倒入清水后的含盐量是:48-40×48%=28.8(克),盐水的浓度是:28.8/100×100%=28.8%;   第三次倒入清水后的含盐量是:28.8-40×28.8%=17.28(克),盐水的浓度是:17.28/100×100%=17.28%。
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查看完整版本: 数学智力题:杯中盐水的浓度是多少?