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the question is 8-13, please solve the problem without using any software like tora or excel or anything similar.

goals! 8-13. In Problem 8-2, suppose that the goal of attracting young/middle-aged people is twice as important as for either of the other two categories (teens and seniors). Find the associ- ated solution, and check if all the goals have been met. 8-2. additional goal, G5, that requires gasoline la The NW Shopping Mall conducts special events to attract potential patrons. Am events that seem to attract teenagers, the young/middle-aged group, and senior the two most popular are band concerts and art shows. Their costs per presentati $1500 and $3000, respectively. The total (strict) annual budget allocated to the tu is $20,000. The mall manager estimates the attendance as follows: trons. Among the senior citizens presentation are ed to the two events Number attending per presentation Teenagers Event Seniors Young/middle-age 0 Band concert Art show 200 0 100 400 250 The manager has set minimum goals of 1500, 450, and 900 for the attendance of teenagers the young/middle-aged group, and seniors, respectively. Formulate the problem as a goal programming model. goals! 8-13. In Problem 8-2, suppose that the goal of attracting young/middle-aged people is twice as important as for either of the other two categories (teens and seniors). Find the associ- ated solution, and check if all the goals have been met. 8-2. additional goal, G5, that requires gasoline la The NW Shopping Mall conducts special events to attract potential patrons. Am events that seem to attract teenagers, the young/middle-aged group, and senior the two most popular are band concerts and art shows. Their costs per presentati $1500 and $3000, respectively. The total (strict) annual budget allocated to the tu is $20,000. The mall manager estimates the attendance as follows: trons. Among the senior citizens presentation are ed to the two events Number attending per presentation Teenagers Event Seniors Young/middle-age 0 Band concert Art show 200 0 100 400 250 The manager has set minimum goals of 1500, 450, and 900 for the attendance of teenagers the young/middle-aged group, and seniors, respectively. Formulate the problem as a goal programming model

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