Question

question will be attached ... im kind of confused so any explanation will really help me

Answer 1

what course? need to find out what topic this is? Linear Programming perhaps?

Answer 2

http://www.purplemath.com/modules/linprog.htm

Answer 3

its pre calc

linear systems

Answer 4

Try that link

Answer 5

Well it looks like you are missing some other information, looks like a business problem

Answer 6

ok thank you

thats all the problem says though...

Answer 7

Somebody really smart proved that, for linear systems like this, the maximum and minimum values of the optimization equation will always be on the corners of the feasibility region. So, to find the solution to this exercise, I only need to plug these three points into "z = 3x + 4y".

(2, 6): z = 3(2) + 4(6) = 6 + 24 = 30
(6, 4): z = 3(6) + 4(4) = 18 + 16 = 34
(–1, –3): z = 3(–1) + 4(–3) = –3 – 12 = –15

Then the maximum of z = 34 occurs at (6, 4),
and the minimum of z = –15 occurs at (–1, –3).


OK, I copied this from that website, it looks like that is what you need

Answer 8

the maximum and minimum values of the optimization equation will always be on the corners of the feasibility region.
Key part of what you are looking for

Answer 9

ok thank you! :)

Answer 10

Good luck, I would help you but I don't know how to do linear programmin

Answer 11

28