This question's due date has already passed. You may post a tutorial, but there's no guarantee that the original asker will purchase the tutorial. But other people might!

Question

$5.00 Finite Math Question

  • From Mathematics: Linear-Systems
  • Closed, but you can still post tutorials
  • Due on Oct. 13, 2010
  • Asked on Oct 10, 2010 at 11:54:43PM
Asked by :
lovs2bmom
lovs2bmom
Rating :No Rating
Questions Asked: 10
Tutorials Posted: 2,
Earned: $0.00
 
 
Q:

I need help with one Finite Math problem.  I need it done within the next hour

I need to show the work and the correct answer.  Thanks.

 

Here is the question:

6)  Maximize        z =           3X1   +      2x2

subject to:     X1   +x2= 5

                        4X1   +2x2   ≥  12

                        5X1   + 2x2   ≤  16

                      X1≥0   + x2≥0        

                                                                                     

A) Maximum is 14 for X1=4,  X2=1  

B) Maximum is 12 for X1=2, X2=3  

C) Maximum is 13 for X1=3, X2=2   

D) Maximum is 15 for X1=5, X2=0

 

The answer is one of the multiple choice above.  But I also need the work shown. It needs to be solved using artifical variables.

 

Available Tutorials to this Question
 
$5.00
Correct Answer -- show the work
  • This tutorial hasn't been purchased yet.
  • Posted on Oct. 11, 2010 at 12:19:58AM
Posted by :
lightsource
lightsource Not confirmed
Rating (2369):A+
Questions Asked: 4
Tutorials Posted: 5491,
Earned: $112,124.67
 
A:
Preview: ... ≥ 12, we have 4(5-X2) + 2X2 ≥ 12, =>    20 - 2X2   ≥ 12   ,  =>        X2 ≤  ...

The full tutorial is about 136 words long .
 
$5.00
graphical solution
  • This tutorial was purchased 1 time and rated A+ by students like you.
  • Posted on Oct. 11, 2010 at 12:52:25AM
Posted by :
reviewermath
reviewermath
Rating (520):A+
Questions Asked: 0
Tutorials Posted: 1616,
Blog Posts: 2,
Earned: $13,898.48
 
A:
Preview: ... larificati ...

The full tutorial is about 9 words long plus attachments.

attachmentlogo

Attachments:
graphical solution.docx (17K) (Preview)