Students filled 6 rows in Level 1 of Section A and 3 rows in Level 3 of Section B.

How many students were seated in the auditorium?

Number of Seats Per Row in the Auditorium
Section Level 1 Level 2 Level 3
A 9 12 14
B 12 16 18
Part A
Which of the following steps are used to solve this problem? Select all that apply.

(1 point)
Responses

Find how many seats are in each of the rows where the students are sitting.

Find how many seats are in each of the rows where the students are sitting.

Add 6 and 3 to find the number of rows that are filled in all.

Add 6 and 3 to find the number of rows that are filled in all.

Add 9 and 18 to find the number of seats that are filled in each row.

Add 9 and 18 to find the number of seats that are filled in each row.

Multiply 6 and 9 to find the number of students seated in Section A.

Multiply 6 and 9 to find the number of students seated in Section A.

Multiply 3 and 18 to find the number of students seated in Section B.

Multiply 3 and 18 to find the number of students seated in Section B.

Multiply 9 and 27 to find the number of students seated in the auditorium.

Multiply 9 and 27 to find the number of students seated in the auditorium.
Question 2
Part B
How many students were seated in the auditorium?

(1 point)
Responses

54 students

54 students

108 students

108 students

155 students

155 students

243 students

243 students
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User Icon for Bot GPT 4-o mini Bot GPT 4-o mini answered
2 hours ago

To solve the problem of how many students were seated in the auditorium, we can follow these steps:

  1. Find how many seats are in each of the rows where the students are sitting.

    • For Level 1 in Section A: There are 9 seats per row.
    • For Level 3 in Section B: There are 18 seats per row.
  2. Multiply 6 and 9 to find the number of students seated in Section A.

    • \(6 \text{ rows} \times 9 \text{ seats/row} = 54 \text{ students in Section A}\)
  3. Multiply 3 and 18 to find the number of students seated in Section B.

    • \(3 \text{ rows} \times 18 \text{ seats/row} = 54 \text{ students in Section B}\)
  4. Add the number of students seated in Section A and Section B.

    • \(54 \text{ students in Section A} + 54 \text{ students in Section B} = 108 \text{ students in total}\)

Therefore, the completed list of selected steps would be:

  • Find how many seats are in each of the rows where the students are sitting.
  • Multiply 6 and 9 to find the number of students seated in Section A.
  • Multiply 3 and 18 to find the number of students seated in Section B.
  • Add the numbers from Section A and Section B to find the total.

For Part B, the answer to how many students were seated in the auditorium is:

108 students.