In: Finance
ACE Productions hosts outdoor events and is planning for a large concert to be held at a County Ampitheather in the
San Francisco Bay Area in October 2020. The Amphitheater seating capacity is 18,000. The following are the costs
incurred to host the event:
Rental Cost of the Ampitheater = $50,000
Event Promotion Costs = $30,000
Performer Booking Costs = 3 @ $25,000 each
PA/Sound Equipment Costs = $9,000
Lighting Costs = $5,000
Security Costs = $3,000
General/Parking Staff Costs = $2,000
Concession Costs per Concert Attendee = $15
a) Build a spreadsheet model that calculates a Profit/(Loss) based on selling all tickets when ticket prices are $29
per person.
b) Using the Goal Seek function, calculate the number of tickets that need to be sold to "break-even."
c) The COVID-19 Pandemic has resulted in uncertainty on the number of attendees the County will allow to events.
The County has informed ACE to plan for three (3) possible scenarios. The first scenario is full attendance without
social distancing. The second scenario is social distancing that limits capacity to 50% of full capacity and the third
scenario is social distancing that limits capacity to 25% of full capacity. Develop these three scenarios in a table
which identifies what will change. Use the Scenario Manager to show the scenario summaries.
d) Using a text box, explain if there are any scenarios that ACE might consider not hosting the concert. If you learned
that ACE was required to pay $75,000 in non-refundable deposits for the Amphitheater and the Performer Booking
Costs, would that change your answer? Explain.
Given
Capacity | 18,000 |
Price | 29.00 |
Concession | -15.00 |
Actual Price | 14.00 |
Sales Value for 18000 units @$ 14 | 2,52,000 |
Rental Costs | -50,000 |
Event Promotion Costs | -30,000 |
Performer Booking costs | -75,000 |
PA | -9,000 |
Lighting | -5,000 |
Security | -3,000 |
Parking | -2,000 |
Profit (byUsing Sum formula) | 78,000 |
b.Calculation of Breakeven point = fixed cost / contribution per unit
No of Units | 18000 |
Selling Price/conribution per Unit | 14.00 |
Revenue | 2,52,000 |
Fixed costs | 174000.00 |
Break even Point | 12428.57 |