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```Individual Excel Solver Computer Project
Eddie Kelly is running for reelection as mayor of a small town in Vaal. Jessica Martinez,
Kelly’s campaign manager during this election, is planning the marketing campaign, and
there is some stiff competition. Martinez has selected four ways to advertise: television
reached by each type of ad, and the maximum number of each is shown in the table
below:
TV
Billboards
Newspapers
R8 000
R4 000
R5 000
R1 000
Audience
30 000
22 000
24 000
8 000
Maximum
Number
10
10
10
10
In addition, Martinez has decided that there should be at least six ads on TV or radio or
some combination of those two. The amount spent on billboards and newspapers
together must not exceed the amount spent on TV ads. While fundraising is continuing,
the monthly budget for advertising has been set at R150 000.
(a) Formulate a linear programming model for this problem.
(18.5)
(b) Set up a spreadsheet model for this problem and use the Excel Solver to find the
optimal solution.
(46)
(c) State the optimal solution and the value of the objective function.
(5)
```
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