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N76 [4]
2 years ago
6

There are 39 adults and 26 children registered for a seminar. the seating is to be arranged so each row has the same number of p

eople. all of the people in a row must be in the same age group. how many rows of seats are needed to seat the greatest possible number of participants in each row?
Mathematics
1 answer:
madreJ [45]2 years ago
4 0

The number of rows of seats needed to seat the greatest possible number of participants in each row is 5

<h3>What is Highest Common Factor ?</h3>

The highest common factor is the highest number that divides the numbers given.

On the basis of given data

Total number of children = 26

Total number of adults = 39

The highest common factor of both the number is 13 ,

Therefore the highest possible number of people that can sit in one row so that the number is in constant in all the rows.

So 2 rows of children of 13 each and

3 rows of adult of 13 each

Which makes the total number of rows = 5

Therefore the number of rows of seats needed to seat the greatest possible number of participants in each row is 5

To know more about Highest Common Factor

brainly.com/question/802960

#SPJ1

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