3. a company makes a profit of $65 per software program and $40 per video game, the company can produce at most 250 software programs and at most 325 video games per week, total production cannot exceed 450 items per week how many items of each kind should be produced each week in order to maximize the profit?

So...produce 250 software programs and 200 video games

Explanation:

Let x  be the number  of software programs produced  and y be the number of video games produced

And we have these  inequalities

x <=250

y <=325

And

x + y < = 450

And we wish to maximinze this objective proift function, P :

P  = 65x  + 40y

Here's  the graph : Please find the attachment

The max profit will occur at the corner point  ( 250, 200)

So...produce 250 software programs and 200 video games

That's the final answer.

I hope it will help you.

my guess is

step-by-step explanation: