Question

A land developer owns a piece of land surrounding a lake. The developer needs to decide how to divide the land into lots for lakeside

homes and regular homes in order to make the maximum profit.

Lake front home: The developerís cost is $150,000; the profit over cost is $50,000.

Regular home: The developerís cost is $100,000; the profit over cost is $23,000.

There is enough land for at most 20 homes.

There must be a minimum of 10 regular homes.

The developer can invest no more than $2,200,000.

Use linear programming to find how many lake front and regular homes the develope

Answer 1

please help

Answer 2

7 The developerís
10 regular home

Answer 3

thanks u buddy can u tell me how u got to that. i just wanna show a lill work its for test project online

Answer 4

A: The number of developerís
B: number of regular home
B takes its minimum value, because that between A and B if you divide profits between costs , then you need to have a higher number of profit, it seeks a larger number for A, then B takes its minimum value, which in this case will indicate a minimum of 10.

then equations for A to have minimum and maximum, and always remembering that you seek the maximum value for A

Answer 5

Sorry for the delay

Answer 6

lol its ok and thanks ima try and finish my project now