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The answer is that you would buy either zero cocks, 25 hens and 75 chicks, OR 4 cocks, 18 hens and 78 chicks, OR 8 cocks, 14 hens and 78 chicks, OR 12 cocks, 4 hens and 84 chicks. Solution 24 eggs Assuming all hens behave similarly, and egg laying proceeds in linear way, we can state that 1. In other words, in three days time. NOTE: There was originally a typo above as noticed by several readers in the comments. Order by newest oldest recommendations. As well as lots of maths, English, history, geography, modern languages and more.

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Also, in response to the comments below, there are other ways to find the results than by trial and error, but these rely on some technical maths, such as remembering an algorithm, which is beyond the general reader. The answer is that you would buy either zero cocks, 25 hens and 75 chicks, OR 4 cocks, 18 hens and 78 chicks, OR 8 cocks, 14 hens and 78 chicks, OR 12 cocks, 4 hens and 84 chicks. Four times the number of hens gives four times the number of eggs in the same time interval, i. If cocks cost 5 qian each, hens cost 3 qian each and chicks are three for a qian, how many cocks, hens and chicks do I buy if I buy of them altogether for exactly qian.

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