In: Accounting
The management of 50-room Gordion Hotel, which has single and double rooms only, has acquired the following internal financial data: • Occupancy of 65.00% • Projected after-tax average daily room rate (ADR) of $54.00 • 25.00% of double room occupancy • A price difference of $15.00 more for double rooms than the singles Based on the financial information given, calculate the individual ADRs for single and double rooms for Gordion.
The operation team of H hotel, which has 25 rooms on daily basis, has projected that the occu-pancy will be 60.00% with total revenue of $620,000 and total expenses of $50,000 for the next year. The income tax bracket is 40.00%. Assume that there are only single and double rooms for H with a double occupancy of 70.00% and the double rooms are sold at a percentage markup of 20.00% over singles. Based on the information given, what are the individual average daily room rates (ADRs) for both single and double rooms for H hotel for the next year (assume that there are 365 days in a year)?
Gordion Hotel
Particulars | Single room | Double room | |
Total rooms | 50 | ||
occupancy | 65% | 25% | 40% |
32.50 | |||
Projected after tax daily room rate | $54 | ||
Daily room rate (ADR) | 19.5 | 34.5 | |
Workings: | |||
Let daily room rate of Single room is 'x' and double room is 'y' | |||
Then, Total room rate | =x+y | 54 | Equation (a) |
Room rate of 'y' | =x+$15 | y | Equation (b) |
Solving the above 2 equation (a)&(b) | =x+(x+15) = 54 | ||
=2x+15=54 | |||
=2x=54-15 | |||
=2x=39 | |||
=x=39/2 | |||
=19.5 | |||
Therefore, | |||
Room rent of single room 'x' | 19.5 | ||
Room rent of double room 'x' | =19.5+15 | 34.5 |
H hotel,
Particulars | Single room | Double room | |
Total rooms | 25 | ||
occupancy | 60% | ||
Total revenue | $620000 | ||
Total expenses | $50000 | ||
Total revenue per day | =$620000/365 | ||
1698.63 | |||
Revenue from occupied rooms (25*60%) | =1698.63/15 | ||
113.24 | |||
the individual average daily room rates (ADRs) | 51.47 | 61.77 | |
Workings: | |||
Let daily room rate of Single room is 'x' and double room is 'y' | |||
Then, Total room rate | =x+y | 113.24 | Equation (a) |
Room rate of 'y' | =(x+x*20%) | y | Equation (b) |
Solving the above 2 equation (a)&(b) | =x+(x+x*20%) = 113.24 | ||
2x+.2x=113.24 | |||
x(2+.2)=113.24 | |||
x=113.24/2.2 | |||
x=51.47 | |||
Therefore, | |||
Room rent of single room 'x' | 51.47 | ||
Room rent of double room 'x' | =51.47(1+20%) | 61.77 |