Mr. Gonzalez's sixth-grade class is putting on a play. He reserved the first 6 rows of the auditorium for family members and friends of the 24 students in his class. If each row contains 17 seats and each student can invite the same number of guests, how many guests can each student invite?

17 * 6 = 102 seats

102 / 24 = 4 with 6 seats left over

4 guest each with 6 seats open

Mr. Gonzalez's sixth grade class is putting on a play. He reserved the first 6 rows of the auditorium for family members and friends of the 24 students in his class. If each row contains 17 seats and each student can invite the same number of guests, how many guests can each student invite?

Please answer my question thanks

To determine how many guests each student can invite, we need to divide the total number of seats in the reserved rows by the number of students in the class.

First, let's calculate the total number of seats in the reserved rows.
Since there are 6 rows, and each row contains 17 seats, we can find the total number of seats by multiplying 6 by 17:
6 * 17 = 102

So, there are a total of 102 seats available for family members and friends.

Now, we need to divide this total number of seats by the number of students in the class (which is 24) to find out how many guests each student can invite:
102 seats / 24 students = 4.25

Since it's not possible to invite a fraction of a guest, we need to round down to the nearest whole number. Therefore, each student can invite 4 guests.

So, each student in Mr. Gonzalez's class can invite 4 guests to the play.

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