A department store chain has up to $18,000 to spend on television advertising for a salo All ads will be placed with one television station, where a 30-second ad costs $1,000 on daytime TV and is viewed by 14.000 potential customers, $2.000 on prime-time TV and is viewed by 24,000 potential customers, and $1,500 on late-night TV and is viewed by 18.000 potential customers. The television station will not accept a total of more than 15 ads in all three time periods How many ads should be placed in each time period in order to maximize the number of potential customers who will see the ads? How many potential customers will see the ads? (gnore repeated viewings of the ad by the same potential customer) Include an interpretation of any nonzero slack variables in the optimal solution Select the correct choice below and fill in any answer boxes present in your choice OA. The maximum number of potential customers who see the ads is OB. There is no way to maximize the number of potential customers Include an interpretation of any nonzero slack vanables in the optimal solution A. In this case, $₂=4.000 ads not used OB. In this case, s-4,000 dollars not used and s₂ - 10 ads not used used OC. In this case, 5, 10 dollars not OD There are no nonzero slack vanables in the optimal solution people when daytime ads, prime-bee ads, and 4 late-night ads are placed.

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A department store chain has up to $18,000 to spend on television advertising for a salo All ads will be placed with one television station, where a 30-second ad costs $1,000 on daytime TV and is viewed by
14.000 potential customers, $2.000 on prime-time TV and is viewed by 24,000 potential customers, and $1,500 on late-night TV and is viewed by 18.000 potential customers. The television station will not accept
a total of more than 15 ads in all three time periods
How many ads should be placed in each time period in order to maximize the number of potential customers who will see the ads? How many potential customers will see the ads? (ignore repeated viewings of
the ad by the same potential customer) Include an interpretation of any nonzero slack variables in the optimal solution
Select the correct choice below and fill in any answer boxes present in your choice
OA. The maximum number of potential customers who see the ads
OB. There is no way to maximize the number of potential customers
Include an interpretation of any nonzero slack vanables in the optimal solution
A. In this case, $₂=4,000 ads not used
OB. In this case, s-4,000 dollars not used and s₂ = 10 ads not used
OC. In this case, s, 10 dollars not used
OD There are no nonzero slack vanables in the optimal solution
people when daytime ads, prime-bee ads, and
late-night ads are placed.
Transcribed Image Text:A department store chain has up to $18,000 to spend on television advertising for a salo All ads will be placed with one television station, where a 30-second ad costs $1,000 on daytime TV and is viewed by 14.000 potential customers, $2.000 on prime-time TV and is viewed by 24,000 potential customers, and $1,500 on late-night TV and is viewed by 18.000 potential customers. The television station will not accept a total of more than 15 ads in all three time periods How many ads should be placed in each time period in order to maximize the number of potential customers who will see the ads? How many potential customers will see the ads? (ignore repeated viewings of the ad by the same potential customer) Include an interpretation of any nonzero slack variables in the optimal solution Select the correct choice below and fill in any answer boxes present in your choice OA. The maximum number of potential customers who see the ads OB. There is no way to maximize the number of potential customers Include an interpretation of any nonzero slack vanables in the optimal solution A. In this case, $₂=4,000 ads not used OB. In this case, s-4,000 dollars not used and s₂ = 10 ads not used OC. In this case, s, 10 dollars not used OD There are no nonzero slack vanables in the optimal solution people when daytime ads, prime-bee ads, and late-night ads are placed.
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