Room Type Budget Budget-Plus Deluxe Туре 1 30 40 Type 2 25 35 45 The above table shows that Type 1 rooms are not available for the Deluxe renta class due to lack of some facilities. Since you took an optional course "Forecasting Methods" as a part of your c lan, you decided to conduct a demand forecast by rental class for each night in The demand forecast for a particular night found is 125 rentals in the Budget cla entals in the Budget-Plus, and 45 rentals in the Deluxe class. Currently the ho 5 Type 1 rooms and 115 Type 2 rooms.

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Q1 (a) Looking at the Sensitivity table above explain briefly by answering if the demand by any of these the classes is not satisfied. (b) Write down how many bookings the hotel should accept in each rental class?
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Question 1
You have been offered a job of Operations Manager at a local hotel in Al-Khoud and
you are given the following problem with some questions. Your task is to find the
answers to those questions to help the hotel management to make informed decisions
and maximize total profit.
Problem: A hotel in Al-Khoud provides two types of rooms with three rental classes:
Budget, Budget-Plus, and Deluxe. The profit (in RO) per night for each type of room
and rental room class is shown as follows:
Rental Room Class
Room Type
Budget
Budget-Plus
Deluxe
Type 1
30
40
Туре 2
25
35
45
The above table shows that Type 1 rooms are not available for the Deluxe rental room
class due to lack of some facilities.
Since you took an optional course “Forecasting Methods" as a part of your degree
plan, you decided to conduct a demand forecast by rental class for each night in future.
The demand forecast for a particular night found is 125 rentals in the Budget class, 55
rentals in the Budget-Plus, and 45 rentals in the Deluxe class. Currently the hotel has
95 Type 1 rooms and 115 Type 2 rooms.
You decided to develop a linear programing based Excel model to help you to
determine how many reservations to accept in each rental class and how the
reservations should be allocated to room types to maximize profit. You then solved the
model using Solver tool and created following Sensitivity analysis Table 1.
W
Transcribed Image Text:Mailings Review View Help Tell me whát you want to do Aa - 心 三,三、 新, AaBbCcDc AaBbCcDc AaB aly - A - I Normal 1 No Spac... Headi Paragraph Styl Question 1 You have been offered a job of Operations Manager at a local hotel in Al-Khoud and you are given the following problem with some questions. Your task is to find the answers to those questions to help the hotel management to make informed decisions and maximize total profit. Problem: A hotel in Al-Khoud provides two types of rooms with three rental classes: Budget, Budget-Plus, and Deluxe. The profit (in RO) per night for each type of room and rental room class is shown as follows: Rental Room Class Room Type Budget Budget-Plus Deluxe Type 1 30 40 Туре 2 25 35 45 The above table shows that Type 1 rooms are not available for the Deluxe rental room class due to lack of some facilities. Since you took an optional course “Forecasting Methods" as a part of your degree plan, you decided to conduct a demand forecast by rental class for each night in future. The demand forecast for a particular night found is 125 rentals in the Budget class, 55 rentals in the Budget-Plus, and 45 rentals in the Deluxe class. Currently the hotel has 95 Type 1 rooms and 115 Type 2 rooms. You decided to develop a linear programing based Excel model to help you to determine how many reservations to accept in each rental class and how the reservations should be allocated to room types to maximize profit. You then solved the model using Solver tool and created following Sensitivity analysis Table 1. W
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1 No Spac
Paragraph
Table 1:
Variable Cells
Final Reduced Objective Allowable Allowable
Cell
Name
Value
Cost
Coefficient Increase Decrease
SB$10 Solution: Budget Type 1
SC$10 Solution: Budget Type 2
$D$10 Solution: Budget-Plus Type 1
SE$10 Solution: Budget-Plus Type 2
SF$10 Solution: Deluxe
40
30
30
70
25
20
55
40
1E+30
35
1E+30
45
45
1E+30
20
Constraints
Final Shadow Constraint Allowable Allowable
Cell
Name
Value
Price
R.H. Side
Increase Decrease
SGS5 Budget
SGS6 Budget-Plus
SGS7 Deluxe
SG$8 Type 1
SGS9 Type 2
110
125
1E+30
15
55
10
55
40
15
45
20
45
70
15
95
30
95
15
40
115
25
115
15
70
Now using the information in Table 1 above answer the following questions from a-f.
X目
直 C
Transcribed Image Text:1 Normal 1 No Spac Paragraph Table 1: Variable Cells Final Reduced Objective Allowable Allowable Cell Name Value Cost Coefficient Increase Decrease SB$10 Solution: Budget Type 1 SC$10 Solution: Budget Type 2 $D$10 Solution: Budget-Plus Type 1 SE$10 Solution: Budget-Plus Type 2 SF$10 Solution: Deluxe 40 30 30 70 25 20 55 40 1E+30 35 1E+30 45 45 1E+30 20 Constraints Final Shadow Constraint Allowable Allowable Cell Name Value Price R.H. Side Increase Decrease SGS5 Budget SGS6 Budget-Plus SGS7 Deluxe SG$8 Type 1 SGS9 Type 2 110 125 1E+30 15 55 10 55 40 15 45 20 45 70 15 95 30 95 15 40 115 25 115 15 70 Now using the information in Table 1 above answer the following questions from a-f. X目 直 C
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