you and a friend are Start a computer building business.

*You have a $10,000 loan.

* Max 90 hours to devote.

*Demand of product is 3 laptops for every 1 desktop.

To build a desktop:

-Cost of parts:$700

-Time: 5 hours

-Profit: $500

To build laptop:

-Cost of parts: $400

-Time: 3 hours

-Profit: $300

How many of each should you make to maximize profit?

He said the constraints where

$\displaystyle 700x+400y\leq 10,000$.

$\displaystyle 5x+3y\leq 90$.

$\displaystyle y\geq 3x$

$\displaystyle x\geq 0 $

$\displaystyle y\geq 0 $

Thank you for the input.

He also wants us to do the same thing but changed things up a little bit.

*compute for EQUAL demand, and a loan of $12,400