Write your answers on notebook paper. Show your work. 1. Twins Terry and Tony attend Riverdale Middle School. They are on a student council committee that is deciding what the ticket price will be for a school dance. Terry and Tony know the following: • The decorations for the gym will cost $189.26. • The cost of a security guard is $52.50 per hour • The dance will be 3 hours long. • The deejay charges $50.98 plus $23.50 per hour. • The refreshments will cost $2.25 per student. • The student council has raised $349.49 to help pay for the dance. • Ninety-five students will attend and share the cost of the dance. a. Use the Distributive Property to write an expression to find the cost of the security guard and the deejay. b. Simplify the expression you wrote for part a to find the cost of the security guard and the deejay. c. How much will the refreshments cost? d. Write an expression for the total cost of the dance. e. How much money will the student council need to collect from ticket sales to break even?

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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
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The a b and c and d etc is not answers to circle, there to answer, and I know this got rejected but I really really need it :/
Write your answers on notebook paper. Show your work.
1. Twins Terry and Tony attend Riverdale Middle School. They are on a
student council committee that is deciding what the ticket price will
be for a school dance. Terry and Tony know the following:
• The decorations for the gym will cost $189.26.
• The cost of a security guard is $52.50 per hour
• The dance will be 3 hours long.
• The deejay charges $50.98 plus $23.50 per hour.
The refreshments will cost $2.25 per student.
• The student council has raised $349.49 to help pay for the dance.
• Ninety-five students will attend and share the cost of the dance.
a. Use the Distributive Property to write an expression to find the
cost of the security guard and the deejay.
b. Simplify the expression you wrote for part a to find the cost of the
security guard and the deejay.
c. How much will the refreshments cost?
d. Write an expression for the total cost of the dance.
e. How much money will the student council need to collect from
ticket sales to break even?
2. Write a letter to the twins telling them what you think the ticket
price for the dance should be. Use the information provided and
your work in Item 1 to justify your recommendation.
3. Terry and Tony had 50 balloons to use for decorations. They put 30 on
the tables and 4 at each end of the refreshment table. Their advisor
thought they needed balloons at the entrance and brought 10 more.
The expression 50 – 30 – 4 × 2 + 10 shows the number of balloons
they have for the entrance. Tony thinks they will have 42 balloons for
the entrance but Terry says there will only be 22. Who is correct?
Explain your reasoning.
4. To help pay for the next school event, Terry and Tony want to make a
profit from ticket sales for this dance. They determine that they
would like to bring in a total of $475 from ticket sales.
a. If x represents the price per ticket, write an equation to represent
this situation.
b. Some student council dance committee members believe they should
charge $4.00 per ticket, while others think they should charge $4.50
per ticket. Terry and Tony believe the price per ticket should be
$5.00. Use substitution to find the solution to your equation from
part a and to determine how much each ticket should cost.
Transcribed Image Text:Write your answers on notebook paper. Show your work. 1. Twins Terry and Tony attend Riverdale Middle School. They are on a student council committee that is deciding what the ticket price will be for a school dance. Terry and Tony know the following: • The decorations for the gym will cost $189.26. • The cost of a security guard is $52.50 per hour • The dance will be 3 hours long. • The deejay charges $50.98 plus $23.50 per hour. The refreshments will cost $2.25 per student. • The student council has raised $349.49 to help pay for the dance. • Ninety-five students will attend and share the cost of the dance. a. Use the Distributive Property to write an expression to find the cost of the security guard and the deejay. b. Simplify the expression you wrote for part a to find the cost of the security guard and the deejay. c. How much will the refreshments cost? d. Write an expression for the total cost of the dance. e. How much money will the student council need to collect from ticket sales to break even? 2. Write a letter to the twins telling them what you think the ticket price for the dance should be. Use the information provided and your work in Item 1 to justify your recommendation. 3. Terry and Tony had 50 balloons to use for decorations. They put 30 on the tables and 4 at each end of the refreshment table. Their advisor thought they needed balloons at the entrance and brought 10 more. The expression 50 – 30 – 4 × 2 + 10 shows the number of balloons they have for the entrance. Tony thinks they will have 42 balloons for the entrance but Terry says there will only be 22. Who is correct? Explain your reasoning. 4. To help pay for the next school event, Terry and Tony want to make a profit from ticket sales for this dance. They determine that they would like to bring in a total of $475 from ticket sales. a. If x represents the price per ticket, write an equation to represent this situation. b. Some student council dance committee members believe they should charge $4.00 per ticket, while others think they should charge $4.50 per ticket. Terry and Tony believe the price per ticket should be $5.00. Use substitution to find the solution to your equation from part a and to determine how much each ticket should cost.
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To help pay for the next school event, Terry and Tony want to make a profit from ticket sales for this dance. They determine that they would like to bring in a total of $475 from ticket sales. a. If x represents the price per ticket, write an equation to represent this situation. b. Some student council dance committee members believe they should charge $4.00 per ticket, while others think they should charge $4.50 per ticket. Terry and Tony believe the price per ticket should be $5.00. Use substitution to find the solution to your equation from part a and to determine how much each ticket should cost

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