Graph the system of constraints and find the value of x and y that maximize the objective function. ( I will attach a picture. ) * Objective function: C = 7x – 3y (2.5, 2.5) (0, 2) (0, 0) (5, 0)
I thought we went over this already
Its different?
It's the same one you posted yesterday.
No , its 4 different constraints now . Yesterday it was 2 .
Nope, it was four yesterday as well
I will double-check the constraints, but I'm pretty sure they are the same.
I just looked, yesterday it was 2 . and graphing them .
Hmm, for some reason the question you posted yesterday vanished.
Yesterday, it was FOUR! I promise
How , did it vanish ? lol . It wasn't 4, this is new stuff today. lol
Because it was four. I saw it with my own eyes and I don't know how the question vanished, but it did.
I don't think so , lol .
Well it has the same solution for sure.
Wouldn't I plug in x1 for x and y1 for y ?
Yes, and if you did, you would notice that the only two points that would work are (2.5,2.5) and (5,0) however, (5,0) produces a greater value for C
Same as yesterday
So , it would look like C = 7(2.5) – 3(2.5) = 10 . . . .?
C = 7(5) - 3(0) = 35
and which ever one has the greatest answer is the answer ?
You still have to make sure the point meets all of the constraints of course. In this case, (2.5, 2.5) and (5,0) both meet all of the constraints, however (5,0) produces the max value.
so (5,0 ) is the answer .
This is the same conclusion you came to on your own yesterday. Remember? How did you forget that fast? You posted this same exact problem yesterday.
I don't know . I have a bad memory. That's why i'm NOT good at math . . . I get confused tooo easy.
I see. I'm sorry to hear that.
Tell me about it . . . :/
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