variables and linear programming, algebra homework help

Question description

1. Write an example of a system of three equations in three variables that has (-3, 5, 2) as a solution. Show that the ordered triple satisfies all three equations. 2. Create a system of inequalities that forms a bounded region.3. Use the information about buoy tenders on page 158 to explain how linear programming can be used in scheduling work. Include a system of inequalities that represents the constraints that are used to schedule buoy repair and replacement and an explanation of the linear function that the buoy tender captain would wish to maximize.I am having trouble with these topics and any help would be great!

variables and linear programming, algebra homework help

Question description

1. Write an example of a system of three equations in three variables that has (-3, 5, 2) as a solution. Show that the ordered triple satisfies all three equations. 2. Create a system of inequalities that forms a bounded region.3. Use the information about buoy tenders on page 158 to explain how linear programming can be used in scheduling work. Include a system of inequalities that represents the constraints that are used to schedule buoy repair and replacement and an explanation of the linear function that the buoy tender captain would wish to maximize.I am having trouble with these topics and any help would be great!

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