stud
bud
Sign up
Log in
Home
Library
Explore
SAT
More
QUIZ Flashcards | StudBud
Explore
/
QUIZ
QUIZ
23 terms
·
StudBud Administration
·
78 plays
Imported from external platform
Flashcards
23 cards
F
Practice quiz
P
Host live
L
Questions
23
Answers
1
Linear Programming Problem is a technique of finding the ______________.
optimal value
approximate value
infeasible value
initial value
2
___ is a mathematical technique used to solve the problem of allocating limited resource among the competing activities
Non linear Programming Problem
Linear Programming problem
Replacement Problem
Assignment Problem
3
Graphical optimal value for Z can be obtained from
none of the above
Both a and c
corner points of the solution region
Corner points of feasible region
4
Feasible solution satisfies __________
[a] and [b] both
Only constraints
[a],[b] and Optimum solution
only non-negative restriction
5
Solution of a Linear Programming Problem when permitted to be infinitely large is called ______________.
no solution
optimum solution
unbounded
bounded
6
A Linear Programming Problem have ______________ optimal solution
more than 2
more than 1
1
2
7
The objective function and constraints are functions of two types of variables, _____ variables and _________ variables.
None of the above
Positive and negative
Controllable and uncontrollable
strong and weak
8
Graphical method is also known as ______________.
Big-M Method
Search-Approach Method
Dual Simplex Method
Simplex Method
9
The area bounded by all the given constraints is called ______________.
optimum basic feasible solution
feasible region
non feasible region
basic solution
10
The slack variables indicate ______________.
idle resource
shortage of resource
excess resource available.
nil resource
11
Operations Research approach is ______________.
scientific
intuitive
collect essential data
multi-disciplinary
12
Identify the type of the feasible region given by the set of inequalities x-y<=1 x-y>=2 where both x and y are positive.
An empty region
A triangle
A rectangle
An unbounded region
13
All equality constraints can be replaced equivalently by ______________ inequalities
4
1
2
3
14
A feasible solution to a linear programming problem ______________.
must optimize the value of the objective function
must be a corner point of the feasible region.
need not satisfy all of the constraints, only some of them
must satisfy all the constraints of the problem simultaneously
15
Graphical method of linear programming is useful when the number of decision variable are ______________.
3
2
1
4
16
A feasible solution of an Linear Programming Problem that optimizes the objective function is called ______________
solution
optimum solution
basic feasible solution
feasible solution
17
Linear Programming Problem that can be solved by graphical method has ______________.
linear constraints
non linear constraints
quadratic constraints
bi-quadratic constraints
18
Operation research approach is typically based on the use of ______________.
descriptive model.
physical model.
iconic model.
mathematical model.
19
In an Linear Programming Problem functions to be maximized or minimized are called ______________.
objective function
basic solution
constraints
feasible solution
20
The region common to all the constraints including the non-negativity restrictions is called the ______________.
optimum solution
solution space
infeasible solution
unique solution
21
Any solution to a Linear Programming Problem which also satisfies the non- negative notifications of the problem has __.
solution
basic solution
basic feasible solution
feasible solution
22
While solving a linear programming problem infeasibility may be removed by ______________.
removing a constraint
adding another variable
adding another constraint
removing a variable
23
Mathematical model of linear programming problem is important because _______.
it enables the use of algebraic technique
it captures the relevant relationship among decision factors
it helps in converting verbal & numerical data into mathematical expression
decision makers prefer to work with formal models