The Evergreen hotel, a 200-room lodging facility, uses regression analysis to forecast dining rooms meals and revenues. You, as a GM, has set the regression equations as follows:
Breakfast: y = 50 + 0.42x
Lunch: y = 200 + 0.21x
where, “y” equals forecasted meals and “x” is the #of hotel guests. Further, daily average guest check in the hotel’s dining room is expected to be as follows: Breakfast: $3.25 Lunch: $6.50 Dinner: $12.95 Based on the information given, forecast the daily revenue for each meal period when the occu-pancy is 85.00% and when the average occupancy per room is expected to be 1.58. Also, what is the forecasted daily total dining room revenue of the Evergreen hotel (assume that all of the hotel guests eat breakfast, lunch, and dinner at the hotel)?
Total room | 200.00 | ||||
Occu | 85% | ||||
Total occupied room | 170.00 | ||||
Guests per room | 1.58 | ||||
Total guests | 268.60 | ||||
Breakfast | y= | 50+ (0.42 x 268.6) | |||
163 | |||||
Lunch | y= | 200+ (0.21 x 268.6) | |||
256 | |||||
Revenue | |||||
Breakfast per plate | 3.25 | ||||
Total breakfast revenue | = 163 X 3.25 | ||||
530 | Answer for breakfast revenue per day | ||||
Lunch per plate | 6.50 | ||||
Total lunch revenue | = 256 X 6.50 | ||||
1,664 | Answer for lunch revenue per day | ||||
If all guests take all 3 meal from the hotel, then the revenue would be - | |||||
Total breakfast revenue | = 268.6 X 3.25 | Total guests | |||
873 | |||||
Lunch per plate | 6.50 | Total guests | |||
Total lunch revenue | = 268.6 X 6.50 | ||||
1,746 | |||||
Dinner per plate | 12.95 | Total guests | |||
Total dinner revenue | = 268.6 X 12.95 | ||||
3,478 | |||||
Total revenue | =873+1746+3478 | ||||
6,097 | Answer for the last question | ||||
The Evergreen hotel, a 200-room lodging facility, uses regression analysis to forecast dining rooms meals and...
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