SOLUTION: Maximize z= 15x + 20y subject to 3x + 4y <(or equal to) 84 5x + 2y <(or equal to) 70 x >(or equal to) 0 y >(or equal to) 0 this linear programming problem has a. a unique s

Algebra ->  Test -> SOLUTION: Maximize z= 15x + 20y subject to 3x + 4y <(or equal to) 84 5x + 2y <(or equal to) 70 x >(or equal to) 0 y >(or equal to) 0 this linear programming problem has a. a unique s      Log On


   

Question 353056: Maximize z= 15x + 20y subject to
3x + 4y <(or equal to) 84
5x + 2y <(or equal to) 70
x >(or equal to) 0
y >(or equal to) 0
this linear programming problem has
a. a unique solution
b. multiple solutions
c. unbounded solution
d. no feasible solution
Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!
Solved by pluggable solver: Plot Any Inequality
Graphing function 3x%2B4y%3C=84:

graph%28+300%2C+300%2C+-5%2C+30%2C+-5%2C+30%2C+3x%2B4y%3C=84+%29

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Solved by pluggable solver: Plot Any Inequality
Graphing function 5x%2B2y%3C=70:

graph%28+300%2C+300%2C+-5%2C+30%2C+-5%2C+30%2C+5x%2B2y%3C=70+%29

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graph%28300%2C300%2C-5%2C30%2C-5%2C30%2C%2884-3x%29%2F4%2C%2870-5x%29%2F2%29
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The feasible region is bounded so there will be a unique solution.