Required Mathematical Intelligence
Chapter 123 The Old Lady Sells Live Ducks
Chapter 123 The Old Lady Sells Live Ducks
An old lady was selling live ducks, and three buyers came, and after a while, they wanted to buy all the ducks.
One of the buyers said: "I will buy half and half of two baskets of ducks." Another buyer said: "I will buy his remaining half and half." The third buyer said: "I will buy what they have left." Half and half."
The old lady thought the three of them were joking, how could they sell half a duck that was alive and kicking.But after thinking about it carefully, he happily sold two baskets of live ducks to them.May I ask: How many live ducks did the old lady sell?How much did each of the three of them buy?
解:先从第三个人入手,买了两人买剩下的一半,还剩一半,而这剩下的一半的对应量是半只,所以,第二个人买了鸭子后还剩0.5÷(1-1/2)=1只。然后再找第二个人买的一半后剩下的量的对应分率,是1 1/2=1.5(只),所以第一个人买后还剩下1.5÷(1-1/2)=3只,最后找第一个人买了一半后的对应量,是3 1/2=3.5只,所以老大娘共有3.5÷(1-1/2)=7只,第一个人买了7/2 0.5=4只,第二个人买了(7-4)÷2 0.5=2只,第三个人买了7-4-2=1只。
[Answer: The old lady sold a total of 7 live ducks, the first person bought 4, the second person bought 2, and the third person bought 1. ]
(End of this chapter)
An old lady was selling live ducks, and three buyers came, and after a while, they wanted to buy all the ducks.
One of the buyers said: "I will buy half and half of two baskets of ducks." Another buyer said: "I will buy his remaining half and half." The third buyer said: "I will buy what they have left." Half and half."
The old lady thought the three of them were joking, how could they sell half a duck that was alive and kicking.But after thinking about it carefully, he happily sold two baskets of live ducks to them.May I ask: How many live ducks did the old lady sell?How much did each of the three of them buy?
解:先从第三个人入手,买了两人买剩下的一半,还剩一半,而这剩下的一半的对应量是半只,所以,第二个人买了鸭子后还剩0.5÷(1-1/2)=1只。然后再找第二个人买的一半后剩下的量的对应分率,是1 1/2=1.5(只),所以第一个人买后还剩下1.5÷(1-1/2)=3只,最后找第一个人买了一半后的对应量,是3 1/2=3.5只,所以老大娘共有3.5÷(1-1/2)=7只,第一个人买了7/2 0.5=4只,第二个人买了(7-4)÷2 0.5=2只,第三个人买了7-4-2=1只。
[Answer: The old lady sold a total of 7 live ducks, the first person bought 4, the second person bought 2, and the third person bought 1. ]
(End of this chapter)
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