甲乙两车分别从A、B两地出发,相

甲乙两车分别从A、B两地出发相向而行.出发时.甲、乙的速度比是5∶4,相遇后,甲的速度减少20%,乙的速度提高20%,这样,当甲到达B地时.乙离A地还有10.那么A.B两... 甲 乙 两车分别从A、B两地出发相向而行. 出发时.甲、乙的速度比是5∶4, 相遇后,甲的速度减少20% ,乙的速度提高 20% ,这样,当甲到达B地时.乙离A地还有10. 那么A.B两地相距多少千米? 展开
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AB两地为X千米;甲、乙速度比是5 :4,那么相遇时甲行了5/9 X千米,乙行了4/9 X千米;
后面是甲行了4/9X /(5-5×20%)=乙行了(5/9X-10) /(4+4×20%)。
设:AB两地相距为X千米。 解: (4/9X)/(5-5×20%)=(5/9X-10)/(4+4×20%)
(4/9X)/4=(5/9X-10)/4.8 对角相乘得: 19.2/9 X=20/9 X-40 两边同乘以9得:
19.2X=20X-360 0.8X=360 X=450(千米)
答:AB两地相距450千米。
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5/9-5/9*20%=4/9
4/9+4/9*20%=8/15
4/9:8/15=5:6
10/(6/11-5/11)=110
相距110千米
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