Asked by angela
Three hundred thirty six students of school A and four hundred thirty two students of school B were to participate in a parade. For this, they had to stand in rows in such a way that no students of school A and B would get mixed up and the number of students in each row would be the same.
What will be the maximum number of students standing in a row?
What will be the maximum number of students standing in a row?
Answers
Answered by
Steve
assuming that "no students of school A and B would get mixed up" means that each row contains only students from one school, let's find the largest number that divides both 336 and 432.
GCF(336,432) = 48
So, school A has 7 rows of 48
and school B has 9 rows of 48
GCF(336,432) = 48
So, school A has 7 rows of 48
and school B has 9 rows of 48
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