Question: When it is not possible to find a solution to a linear Programming model, it is called as case of: Unknown solution Unbounded solution Improper
- When it is not possible to find a solution to a linear Programming model, it is called as case of:
- Unknown solution
- Unbounded solution
- Improper solution
- Infeasible solution
- None of the above
- The first step in formulating a linear Programming model is:
- Graph the problem
- Perform a sensitivity analysis
- Identify the objective and the constraints.
- Define the decision variable
- Understand the managerial Problem being faced
- The earliest activity finish time, latest activity start time and cost of executing each activity in a Project is required to compute the cost of a project:
- True
- False
- Consider the following linear programing Models:
Maximize Z= 4X + 10Y
Subjected to: 3X + 4Y 480
4X + 2Y 360
y6
X,Y 0
The following are the corner points of the feasible region of the linear Programming Model except:
- (0,6)
- (48,84)
- (87,6)
- (0,180)
- (0,120)
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