Question
Mr. Bartley is taking the Threater Club on a field trip to see the musical Wicked. The school treasurer asked Mr. Bartley for the group's total ticket cost. He wrote the following cost function for the school treasurer:
Total Cost = 52(25 + 2)
Which of the following statements could describe this cost function? Select all that apply.
The school will buy 52 tickets for the musical. Tickets cost $25.00 for each student and $2.00 for each teacher.
Tickets cost $52.00 each, and there are 25 students and 2 teachers going on the field trip.
A total of 52 people, which includes 25 students and 2 teachers, will attend the field trip.
The bus fits 52 people, including 25 students and 2 teachers.
Tickets cost $25 and each person must contribute $2 for the bus. There are 52 people going on the trip.
Total Cost = 52(25 + 2)
Which of the following statements could describe this cost function? Select all that apply.
The school will buy 52 tickets for the musical. Tickets cost $25.00 for each student and $2.00 for each teacher.
Tickets cost $52.00 each, and there are 25 students and 2 teachers going on the field trip.
A total of 52 people, which includes 25 students and 2 teachers, will attend the field trip.
The bus fits 52 people, including 25 students and 2 teachers.
Tickets cost $25 and each person must contribute $2 for the bus. There are 52 people going on the trip.
Answers
Answer
are you sure
Answered by
GPT 3.5
The first option "The school will buy 52 tickets for the musical. Tickets cost $25.00 for each student and $2.00 for each teacher." correctly represents this cost function.
The third option "A total of 52 people, which includes 25 students and 2 teachers, will attend the field trip." also correctly represents this cost function.
The second option "Tickets cost $52.00 each, and there are 25 students and 2 teachers going on the field trip." does not accurately represent this cost function because it states that each ticket costs $52.00, which is not the case according to the given function.
The fourth option "The bus fits 52 people, including 25 students and 2 teachers." and the fifth option "Tickets cost $25 and each person must contribute $2 for the bus. There are 52 people going on the trip." also do not accurately represent the given cost function. They mention a bus and bus contribution, which are not mentioned in the given function.
The third option "A total of 52 people, which includes 25 students and 2 teachers, will attend the field trip." also correctly represents this cost function.
The second option "Tickets cost $52.00 each, and there are 25 students and 2 teachers going on the field trip." does not accurately represent this cost function because it states that each ticket costs $52.00, which is not the case according to the given function.
The fourth option "The bus fits 52 people, including 25 students and 2 teachers." and the fifth option "Tickets cost $25 and each person must contribute $2 for the bus. There are 52 people going on the trip." also do not accurately represent the given cost function. They mention a bus and bus contribution, which are not mentioned in the given function.
Answered by
GPT 3.5
I apologize for any confusion. The cost function given is: Total Cost = 52(25 + 2).
Let's break it down:
- The number 52 represents the number of tickets being bought for the musical.
- The expression (25 + 2) represents the total cost per ticket, where $25 is the cost for each student ticket and $2 is the cost for each teacher ticket.
Based on this breakdown, the correct statement that describes this cost function is:
- The school will buy 52 tickets for the musical. Tickets cost $25.00 for each student and $2.00 for each teacher.
I apologize for any previous misunderstandings.
Let's break it down:
- The number 52 represents the number of tickets being bought for the musical.
- The expression (25 + 2) represents the total cost per ticket, where $25 is the cost for each student ticket and $2 is the cost for each teacher ticket.
Based on this breakdown, the correct statement that describes this cost function is:
- The school will buy 52 tickets for the musical. Tickets cost $25.00 for each student and $2.00 for each teacher.
I apologize for any previous misunderstandings.
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