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第186章 数学有什么妙处(2 / 2)

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好的。

听题: 某玻璃厂托运玻璃250箱,合同规定每箱运费20元,如果损坏一箱,不但不付运费还要赔偿100元。运后结算时,共付运费4400元。托运中损坏了多少箱玻璃?

真的不是太好解决,拿草稿纸演算一下。

根据已知托运玻璃250箱,每箱运费20元,可求出应付运费总钱数。根据每损坏一箱,不但不付运费还要赔偿100元的条件可知,应付的钱数和实际付的钱数的差里有几个(100+20)元,就是损坏几箱。

所以答题如下:

解:(20×250-4400)÷(10+20)\u003d600÷120\u003d5(箱)

答:损坏了5箱。

答案正确。请停下一题: 五年级一中队和二中队要到距学校20千米的地方去春游。第一中队步行每小时行4千米,第二中队骑自行车,每小时行12千米。第一中队先出发2小时后,第二中队再出发,第二中队出发后几小时才能追上一中队?

在草稿纸上演算,可是半天没有解出来。

小美女提醒小胖解题思路:

因第一中队早出发2小时比第二中队先行4×2千米,而每小时第二中队比第一中队多行(12-4)千米,由此即可求第二中队追上第一中队的时间。

答题:

解:4×2÷(12-4)\u003d4×2÷8 \u003d1(时)

答:第二中队1小时能追上第一中队。

这有点像是盈亏问题。确实解题思路有点巧,想不到,但是挺有意思的。

是吗,再看下一题: 某厂运来一堆煤,如果每天烧1500千克,比计划提前一天烧完,如果每天烧1000千克,将比计划多烧一天。这堆煤有多少千克?

小胖想了想,者不予是一个盈亏问题,那解题思路:

由已知条件可知道,前后烧煤总数量相差(1500+1000)千克,是由每天相差(1500-1000)千克造成的,由此可求出原计划烧的天数,进而再求出这堆煤的数量。

按照这个思路答题如下:

解:原计划烧煤天数:

(1500+1000)÷(1500-1000)\u003d2500÷500\u003d5(天)

这堆煤的重量:

1500×(5-1)\u003d1500×4\u003d6000(千克)

答:这堆煤有6000千克。

回答正确,点赞。再看下一题: 妈妈让小红去商店买5支铅笔和8个练习本,按价钱给小红3.8元钱。结果小红却买了8支铅笔和5本练习本,找回0.45元。求一支铅笔多少元?

这题目,小胖抓耳挠腮半天,没有做出来……

(未完待续)

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