An orchard has 48 apple trees 60 mango trees and 96 banana trees These have to be arranged in rows such that each row has the same number of trees and all are of the same type Find the minimum number of such rows that can be formed

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Solution

Total number of trees are 204 and each of the trees are exactly divisible by 12 HCF of (48, 60, 96)
$∴ \frac{204}{12} = 17$ such rows are possible

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An orchard has 48 apple trees 60 mango trees and 96 banana trees These have to be arranged in rows such that each row has the same number of trees and all are of the same type Find the minimum number of such rows that can be formed

Total number of trees are 204 and each of the trees are exactly divisible by 12 HCF of (48, 60, 96)∴20412=17 such rows are possible

Total number of trees are 204 and each of the trees are exactly divisible by 12 HCF of (48, 60, 96)
$∴ \frac{204}{12} = 17$ such rows are possible