Question

1. A resort recorded total revenue per guest of $178.74, TREVPAR of $92,439 and its occupancy...

1. A resort recorded total revenue per guest of $178.74, TREVPAR of $92,439 and its

occupancy % is 79.3%. With a hotel size of 369 rooms, what is its multiple occupancy

percentage?

2. A 267-room hotel achieved an average room rate of $141.12 and an occupancy of 68.03%.

What is its RevPAR?

3. If a 397-room resort generated a TREVPAR of $131,032, an occupancy percentage of

79.6% and its dollars per guest day is $253.20, what is its multiple occupancy percentage?

4. What is a chain-affiliated 338-room hotel’s average daily rate? The hotel recorded rooms

revenue of $55,010 per available room, its percentage of rooms revenue to total revenue is 63.8% and occupancy percentage is 71.9%.

4. A 356-room hotel generated rooms revenue of $159.13 per occupied room and its rooms

revenue on per available room basis is $35,876. What is its occupancy percentage?

5. A 378-room hotel’s recorded rooms revenue of $37,032 per available room and its rooms

revenue represented 65.7% of total revenue. What is the hotel’s TREVPAR?

6. A 363-room generated rooms revenue of $63,013 on per available room basis, and its

percentage of rooms revenue to total revenue is 73.1%. What is the hotel’s GOPAR if its

GOP represented 37.4% of total revenue?

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Homework Answers

Answer #2

1. Multiple occupancy percentage = (Number of Rooms Occupied ) / (Total Number of Rooms) * 100

= 292/369 * 100

= 79.40

Number of Rooms Occupied = 369 * 79.3% = 293

---

2. RevPAR = Average room rate * occupancy rate

$141.12 * 68.03%

$96

3. Multiple occupancy percentage = (Number of Rooms Occupied ) / (Total Number of Rooms) * 100

= 316/397 * 100

= 79.60

Number of Rooms Occupied = 397 * 79.6% = 316

4.   Occupancy rate = Average room rate / RevPAR

= 159.13 / $35,876 * 100

0.44%

5. GOPAR = Gross Operating Profit / Available Rooms

= $ 32,239 / 363

= 88.81

answered by: anonymous
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