Question: I would like to receive the answer using Google sheets since I'm being ask to solve the problem using it. This case study is also

I would like to receive the answer using Google sheets since I'm being ask to solve the problem using it.

This case study is also about linear programming. (Sections 3.4 and 3.5) A city has two high schools. The first school has a maximum enrollment of 900 students and the second school has a maximum enrollment of 550 students. The city is divided into two regions: Inner City and Suburbs. There are at least 500 students in the Inner City region and at least 800 students in the Suburbs region. The annual transportation cost varies by region as shown in the table. Transportation Costs School 1 (Cost per student) School 2 (Cost per student) Inner City 220 260 Suburbs 200 280 Based on these constraints, what is the minimum possible annual transportation cost? Under what conditions does it occur? Start by defining the appropriate variables. Solve using Solver in Google Sheets. Interpret and explain the results

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