There are 44 mangoes, 121 bananas and 11 apples, they have to be arranged in several rows in such a way that every row contains equal number of fruits and each row contains fruit of one type. What is the minimum number of rows?

Question: There are 44 mangoes, 121 bananas and 11 apples, they have to be arranged in several rows in such a way that every row contains equal number of fruits and each row contains fruit of one type. What is the minimum number of rows?

Solution:
Given that,
Number of mangoes = 44
Number of bananas = 121
Number of apples = 11

∴ HCF (44, 121, 11) = 11

Then,
Row of mangoes = 44/11 = 4
Row of bananas = 121/11 = 11
Row of apples = 11/11 = 1

∴ Total Rows = 4 + 11 + 1 = 16