Question
SOLVE FOLL TASK PLEASE HELP ME TASK1. If I have three resources and I'd like to maximize my profit based on the availability of these
SOLVE FOLL TASK
PLEASE HELP ME
TASK1. If I have three resources and I'd like to maximize my profit based on the availability of these constraints, which type of problem would I be solving?
Group of answer choices
a.Assignment
b.Blending
c.Allocation
d.Staff-Scheduling
e.Covering
TASK 2. Consider a screenshot of the "Computer Center Staffing model from the textbook (Problem 2.15) that was solved and posted online for your referral.
Screen Shot of Computer Center Staffing Model (Click to open an MS Word file in a new window)
Question - Is the solution displayed in the screenshot a feasible solution?
Group of answer choices
a.Cannot be determined unless solved to optimality
b.No
c.Yes
TASK 3.The Desmos graph below depicts the feasible region of the following problem:
Max 10x + 14y
s.t. 3x+2y<=8
5x+ y<=11
x-y>=0
x, y >=0
I didn't graph the non-negativity constraints on Desmos not to clutter the figure; however, remember to keep your attention to the first quadrant.
How many corner (extreme) points does the feasible region have?
Group of answer choices
A.3
B.2
C.1
D.4
E.0
TASK 4 Consider the Brown Furniture allocation problem (Ch.2, from the textbook). As plans are being made for a new quarter, a revised set of figures on resource availability is compiled. The new resource limits and the optimal solution is displayed in the screen shot on the next page. Data on profit contributions and resource consumptions remain unchanged from the original example. Note that some information in the screen shot below might be missing i.e. blacked out.
Question - Name the constraint(s) that is (are) binding at optimality
Brown Furniture screen shot (Click to open an MS Word file in a new window)
Group of answer choices
A.All constraints are binding
B.Fabrication, Machining and Wood
C.Fabrication, Assembly and Machining
D.Assembly and Machining
E.Assembly, Machining and Wood
TASK 5- If I have three resources and I'd like to maximize my profit based on the availability of these constraints, which type of problem would I be solving?
Group of answer choices
A.Assignment
B.Blending
C.Allocation
D.Staff-Scheduling
E.Covering
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