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Table 8-3 a Marketing Research Firm Would Like to Survey Undergraduate and Undergraduate

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Table 8-3
A marketing research firm would like to survey undergraduate and graduate college students about whether or not they take out student loans for their education.There are different cost implications for the region of the country where the college is located and the type of degree.The survey cost table is provided below: Table 8-3 A marketing research firm would like to survey undergraduate and graduate college students about whether or not they take out student loans for their education.There are different cost implications for the region of the country where the college is located and the type of degree.The survey cost table is provided below:   The requirements for the survey are as follows: 1.The survey must have at least 1500 students 2.At least 400 graduate students 3.At least 100 graduate students should be from the West 4.No more than 500 undergraduate students should be from the East 5.At least 75 graduate students should be from the Central region 6.At least 300 students should be from the West The marketing research firm would like to minimize the cost of the survey while meeting the requirements.Let X<sub>1</sub> = # of undergraduate students from the East region,X<sub>2</sub> = # of graduate students from the East region,X<sub>3</sub> = # of undergraduate students from the Central region,X<sub>4</sub> = # of graduate students from the Central region,X<sub>5</sub> = # of undergraduate students from the West region,and X<sub>6</sub> = # of graduate students from the West region. -According to Table 8-3,what is the objective function? A) Minimize 10X<sub>1</sub> + 15X<sub>2</sub> + 12X<sub>3</sub> + 18X<sub>4</sub> + 15X<sub>5</sub> + 21X<sub>6</sub> B) Maximize 10X<sub>1</sub> + 15X<sub>2</sub> + 12X<sub>3</sub> + 18X<sub>4</sub> + 15X<sub>5</sub> + 21X<sub>6</sub> C) Minimize 10X<sub>1</sub> + 12X<sub>2</sub> + 15X<sub>3</sub> + 15X<sub>4</sub> + 18X<sub>5</sub> + 21X<sub>6</sub> D) Maximize 10X<sub>1</sub> + 12X<sub>2</sub> + 15X<sub>3</sub> + 15X<sub>4</sub> + 18X<sub>5</sub> + 21X<sub>6</sub> E) Minimize 1500X<sub>1</sub> + 400X<sub>2</sub> + 100X<sub>3</sub> + 500X<sub>4</sub> + 75X<sub>5</sub> + 300X<sub>6</sub> The requirements for the survey are as follows:
1.The survey must have at least 1500 students
2.At least 400 graduate students
3.At least 100 graduate students should be from the West
4.No more than 500 undergraduate students should be from the East
5.At least 75 graduate students should be from the Central region
6.At least 300 students should be from the West
The marketing research firm would like to minimize the cost of the survey while meeting the requirements.Let X1 = # of undergraduate students from the East region,X2 = # of graduate students from the East region,X3 = # of undergraduate students from the Central region,X4 = # of graduate students from the Central region,X5 = # of undergraduate students from the West region,and X6 = # of graduate students from the West region.
-According to Table 8-3,what is the objective function?


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