数学智力题:站在第几级台阶上?
数学智力题:站在第几级台阶上?小王和小李二人在纸上画出的楼梯玩猜拳游戏,每次必须分出胜负。约定:每次胜者上5个台阶,负者下3个台阶。小王、小李二人同时在第50个台阶上开始玩,玩了25次后,小王的位置比小李高40个台阶。此时,小王和小李各站在第几级台阶上?
http://www.aoshu.com/e/20181122/data:image/png;base64,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
答案:95,55。我们来假设一下,如果小王和小李各赢一次的情况,这时小王为5-3=2。小李为-3+5=2,也就是说相对位置不变。所以小王对小李的净胜历次数为40/8=5次,其余的20次都是各有胜负。假设前20次都是各有胜负,那么两个人都在50+102=70阶上。小王再胜5次,所以台阶数为70+55=95。小李输5次,台阶数为70-35=55。
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