四年级奥数题及答案:路灯安装(中等难度)
路灯安装:(中等难度)如图,某公园有两段路,AB=175米,BC=125米,在这两段路上安装路灯,要求A、B、C三点各设一个路灯,相邻两个路灯间的距离都相等,则在这两段路上至少要安装路灯___个.
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
更多试题:
路灯安装答案:
解答:175与125的最大公约数为25,所以取25米为两灯间距,
175=25×7,125=25×5,AB段应按7+1=8盏灯,BC段应安5+1=6盏灯,但在B点不需重复按灯,故共需安装8+6-1=13(盏)
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