Solve the following problems: 1. Modified Media Selection example presented on textbook pages #289-291: Assume that the following constraints have changed: Maximum ads per week has been reduced, as follows: - TV sport: 11 -Daily newspaper: 4 Radio spot 30 seconds/prime time: 24 Radio spot 1 minute/afternoon: 19 Cost per ad has been reduced, as follows: TV sport: $790 Daily newspaper: $920 Radio spot 30 seconds/prime time: $285 Radio spot 1 minute/afternoon: $375 a) Formulate the problem in a MS-Excel spreadsheet, use the Solver Command to solve the problem. Highlight in "light green" the sc b) Write a statement at the bottom of your MS-Excel explaining how the changes in constraints listed above impact the new maximu presented on the textbook. C Unload the MS-Excol
Solve the following problems: 1. Modified Media Selection example presented on textbook pages #289-291: Assume that the following constraints have changed: Maximum ads per week has been reduced, as follows: - TV sport: 11 -Daily newspaper: 4 Radio spot 30 seconds/prime time: 24 Radio spot 1 minute/afternoon: 19 Cost per ad has been reduced, as follows: TV sport: $790 Daily newspaper: $920 Radio spot 30 seconds/prime time: $285 Radio spot 1 minute/afternoon: $375 a) Formulate the problem in a MS-Excel spreadsheet, use the Solver Command to solve the problem. Highlight in "light green" the sc b) Write a statement at the bottom of your MS-Excel explaining how the changes in constraints listed above impact the new maximu presented on the textbook. C Unload the MS-Excol
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Just problem 1 please. I have attached the example given

Transcribed Image Text:**Solve the following problems:**
**1. Modified Media Selection example as presented in textbook, pages #289-291:**
Assume the following constraints have changed:
- **Maximum ads per week has been reduced, as follows:**
- TV sport: 11
- Daily newspaper: 4
- Radio spot 30 seconds/prime time: 24
- Radio spot 1 minute/afternoon: 19
- **Cost per ad has been reduced, as follows:**
- TV sport: $790
- Daily newspaper: $920
- Radio spot 30 seconds/prime time: $285
- Radio spot 1 minute/afternoon: $375
a) Formulate the problem in a MS-Excel spreadsheet, use the Solver Command to solve the problem. Highlight in "light green" the solution.
b) Write a statement at the bottom of your MS-Excel explaining how the changes in constraints listed above impact the new maximum audience coverage, as compared to the example presented in the textbook.
c) Upload the MS-Excel spreadsheet containing your problem resolution.
---
**2. Modified Portfolio Selection example as presented in textbook, pages #300-303:**
Assume that the Interest Return for the investment possibilities have changed as follows:
- Trade credits: 8%
- Corporate bonds: 10%
- Gold stocks: 20%
- Construction loans: 15% (remains the same)
a) Formulate the problem in a MS-Excel spreadsheet, use the Solver Command to solve the problem. Highlight in "light green" the solution.
b) Write a statement at the bottom of your MS-Excel explaining how the changes in interest returns impact the new investment strategy, as compared to the example presented in the textbook.
![## Advertising Strategy Optimization: Win Big Gambling Club
### Problem Overview
The objective is to optimize the advertising strategy for Win Big Gambling Club by determining the number of ads in different media to maximize the total audience reached.
### Variables and Audience Reach (per ad)
- **X1 (TV)**: 5000 people
- **X2 (Newspaper)**: 8500 people
- **X3 (Radio 30 sec)**: 2400 people
- **X4 (Radio 1 min)**: 2800 people
### Solutions
- **TV (X1)**: 1.9688 ads
- **Newspaper (X2)**: 5 ads
- **Radio 30 sec (X3)**: 6.2069 ads
- **Radio 1 min (X4)**: 0 ads
Total Audience Reach: **67,240.3017 people**
### Constraints
- **Max TV ads**: 12
- **Max Newspaper ads**: 5
- **Max Radio 30 sec ads**: 25
- **Max Radio 1 min ads**: 5
- **Budgetary Limits**:
- Cost (per ad): TV - $800, Newspaper - $925, 30 sec Radio - $290, 1 min Radio - $380
- Maximum Budget: $8000
- **Radio Spots**: Minimum required - 5
### Solver Parameter Inputs and Selections
- **Set Objective**: Cell F6 (Total Audience)
- **Changing Cells**: B5:E5 (Number of ads for each media)
- **Optimization Goal**: Maximize the total audience
- **Subject to Constraints**:
- F9:F14 (advertisement constraints) ≤ H9:H14 (constraints maximum)
- F15 (radio spots) ≥ H15 (minimum spots)
- **Solver Method**: Simplex Linear Programming
### Key Formulas
- **Total Audience (Cell F5)**:
\[
\text{=SUMPRODUCT(}\$B\$5:\$E\$5, B6:E6\text{)}
\]
Copy the formula from F6 to F9:F15 for appropriate calculations.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff3041522-3f1c-45f3-aa8a-2daac80a14bf%2F6c892c10-80ed-4623-9d9b-805ffb06abb0%2F47qo94a_processed.jpeg&w=3840&q=75)
Transcribed Image Text:## Advertising Strategy Optimization: Win Big Gambling Club
### Problem Overview
The objective is to optimize the advertising strategy for Win Big Gambling Club by determining the number of ads in different media to maximize the total audience reached.
### Variables and Audience Reach (per ad)
- **X1 (TV)**: 5000 people
- **X2 (Newspaper)**: 8500 people
- **X3 (Radio 30 sec)**: 2400 people
- **X4 (Radio 1 min)**: 2800 people
### Solutions
- **TV (X1)**: 1.9688 ads
- **Newspaper (X2)**: 5 ads
- **Radio 30 sec (X3)**: 6.2069 ads
- **Radio 1 min (X4)**: 0 ads
Total Audience Reach: **67,240.3017 people**
### Constraints
- **Max TV ads**: 12
- **Max Newspaper ads**: 5
- **Max Radio 30 sec ads**: 25
- **Max Radio 1 min ads**: 5
- **Budgetary Limits**:
- Cost (per ad): TV - $800, Newspaper - $925, 30 sec Radio - $290, 1 min Radio - $380
- Maximum Budget: $8000
- **Radio Spots**: Minimum required - 5
### Solver Parameter Inputs and Selections
- **Set Objective**: Cell F6 (Total Audience)
- **Changing Cells**: B5:E5 (Number of ads for each media)
- **Optimization Goal**: Maximize the total audience
- **Subject to Constraints**:
- F9:F14 (advertisement constraints) ≤ H9:H14 (constraints maximum)
- F15 (radio spots) ≥ H15 (minimum spots)
- **Solver Method**: Simplex Linear Programming
### Key Formulas
- **Total Audience (Cell F5)**:
\[
\text{=SUMPRODUCT(}\$B\$5:\$E\$5, B6:E6\text{)}
\]
Copy the formula from F6 to F9:F15 for appropriate calculations.
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