Solving Historical Elementary Mathematics Problems #2
100 buns were to be distributed to 100 monks, some young and some old. Each old monk was given 3 buns while 3 young monks shared a bun. If all the buns were given out, how many old monks and how many young monks were there?
(Ming Dynasty, China)
There are 75 young monks and 25 old monks.
ReplyDeleteFor the number of old monks, it must be less than 33 as 34 onwards, when you times 3, it will give you more than hundred buns.For the number of young monks, it must be more than 67.From there , you start using guess and check.
ReplyDeleteThat's correct! However, is there another method to get the answer in a direct way rather than using guess and check?
ReplyDeleteI must compliment Zhi Xian and Zhi Ting because you have used good reasoning to guess and check the answer in a quick way.
Since you know that 1 old monk has 3 buns and 3 young monks share 1 bun, then you add the three buns and 1 bun together to form a group.Then use 100 to divide by 4 to get how many groups are there.From there you work out the answer which is 75 yung monks and 25 old monks!
ReplyDeleteSorry, 75 yung should be 75 young.
ReplyDeleteso sad,nobody commented.
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ReplyDeleteSorry, forgot to put full stop!!
ReplyDeleteI think guess and check is the easiest method.:)
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cells,blood,skin,blood vessels,heart,lungs,windpipe,mouth,gullet and all sorts of things that our body is made of.
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ReplyDeleteThe old monks will have 25 while the young have 75.
ReplyDelete