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Five farmers have 7,9,11,13 & 14 apple trees respectively in their orchards. Last year each of them discovered that every tree in their own orchard yields exactly the same number of apples. Further, if the 3rd farmer gives one apple to the 1st and the 5th gives 3 to each of the 2nd & d 4th, they would all exactly have the same number of apples, what were the yields per tree in the orchards of the 3rd & 4th farmers ?
17 & 9
9 & 11
9 & 9
11 & 9
13 & 9
Let the number of apples in each tree of the 5 farmers be a, b, c, d,e respectively. Therefore total no of apples are 7a, 9b, 11c, 13d and 14e respectively. Given, 7a+1 = 9b+3 = 11c-1 = 13d+3 = 14e-6 = x 9b+3 = 13d+3 ===> 9b = 13d so take b = 13 and d = 9 9b+3 = 9*13+3 = 120 ie, x=120 substituting 7a+1 = 120 7a = 119 a = 17 11c-1 = 120 11c = 121 c=11 14e-6 = 120 14e = 126 e = 9 Yields per tree in the orchards of d 3rd & 4th farmers= 11,9
By: Amit Kumar ProfileResourcesReport error
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