题目

英语翻译
1,A singles tournament had 6 players.Wach player played every other player only once,with on ties.If Helen won 4 games,Ines won 3 games,Janet won 2 games,Kendra won 2 games and Lara won 2 gemes,how many games did Monica win?
2,An aquarium has a rectangular base that measures 100cm by 40cm and has a height of 50cm.Theaquarium is tilled with water to a depth os 75cm.A rock with volume 1000cm³ is then placed in the aquarium and completely submerged.By how many centimeters does the water level rise?
3,Three different one digit positive integers in the bottom row of tlees,Numbers in adiacent cells are added and the sum is places in the cell above them.Inthe second row,continue the same process to obtaim a number in the op cell.What is the difference between the largest and smallest numbers possible in the top cell?

提问时间：2021-12-25

答案

这不是已经是英文吗?要翻译成中文?额.算了,不问这么弱的问题.我以前考GMAT经常遇到这种英文数学题.翻译如下：
1,A singles tournament had 6 players.Wach player played every other player only once,with on ties.If Helen won 4 games,Ines won 3 games,Janet won 2 games,Kendra won 2 games and Lara won 2 gemes,how many games did Monica win?
一个单循环比赛有6名选手.每名选手只和另外一位选手比赛一场,且可以平局.如果海伦赢了4场,伊恩斯赢了3场,杰纳特赢了2场,肯德拉赢了2场,劳拉赢了2场,那么莫妮卡赢了几场?
2,An aquarium has a rectangular base that measures 100cm by 40cm and has a height of 50cm.Theaquarium is tilled with water to a depth os 75cm.A rock with volume 1000cm³ is then placed in the aquarium and completely submerged.By how many centimeters does the water level rise?
一个水族箱的底部是100cm*40cm的长方形,且其高为50cm.水族箱里注上水后水深75cm.一个体积为1000立方厘米的石块被放入到水族箱中,并且完全沉没在水面下.那么水族箱里的水平面上升了对少厘米?（怀疑数据有误.）
3,Three different one digit positive integers in the bottom row of tlees,Numbers in adiacent cells are added and the sum is places in the cell above them.Inthe second row,continue the same process to obtaim a number in the op cell.What is the difference between the largest and smallest numbers possible in the top cell?
3个不同的一位数正整数在tlee（单词有误.不过其实不影响理解题目）的底部,相邻两个数字相加后得到的和填充到最底层3个数字的上方,形成第二层（第二层实际上只有2个数字）,按照这种方法再得到最高层的1个数字.那么最高层上,可能出现的最大数字与可能出现的最小数字的差是多少?
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