1 |
The point (1,3) is one solution of |
3x + 5y > 29
3x + 5y < 7
x + 2y < 4
x + 4y > 3
|
2 |
Optimal solution is found by evaluation the objective function at |
All point of feasible region
Corner point
Origin
None
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3 |
A function which is to be maximized or minimized is called an |
Explicit function
Implicit function
Objective function
None
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4 |
Each point of the feasible region is called |
Solution
feasible solution
Both a & b
None
|
5 |
A point (x,y) which satisfy a linear inequality in two variables form its |
Solution
Domain
Range
None
|
6 |
A point where two of its boundary lines intersect is called |
Corner point
Feasible point
Vertex
Feasible solution
|
7 |
Corner point of the system x - y≤ 2,x + y≤ 4,2x -y≤ 6,x≥ 0,y≥ 0 |
(1,4)
(4,2)
(3,1)
(4,1)
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8 |
Which of the following is not a solution of system of inequalities 2x- 3y ≤6,2x +y≥ 2,x +2y≤ 8, x≥ 0,y ≥ 0 |
(1,0)
(0,4)
(3,0)
(8,0)
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9 |
Sum of two quantities is at least 20 is denoted by |
x +y =20
x +y≥ 20
x +y≠ 20
x +y≤20
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10 |
Maximum value of z =15x +20y subject to 3x+ 4y≤ 12,x,y≥ 0 is given by |
46
60
50
70
|
11 |
The maximum value of Z = 3x+ 4y subjected to the constrains x+ y≤ 40,x+ 2y≤ 60, x≥ 0 and y≥ 0 is |
120
100
140
160
|
12 |
The feasible region which can be enclosed within a circle is called |
Bounded region
Convex region
Unbounded region
None
|
13 |
The graph of y < 2 is the |
Left half plane
upper half plane
Right half plane
Lower half plane
|