Mathematıcs II (ENG)
Deneme Sınavı Soruları
- 20 soru
- Cevap anahtarı açık: çöz, sonucunu gör
- 1Where will the maximum or minimum of a linear function over the constrained set if it exists will necessarily occur, according to the corner point theorem ?
- 2
Consider the following system of equations:

How can the system of equations above be expressed as a matrix equation?
- 3

In the following graph, what is the largest vertex degree?
- 4

what is the minimax strategy of player II ?
- 5
For the matrix game

which of the following is the sum of the lower and upper values?
- 6
I. The subject of linear programming was developed in the 1940s in response to the war effort. Since that time, the subject has grown enormously and has found many commercial as well as non-commercial applications.
II. The source of linear programming is practical problems, where we are looking for the best way to allocate limited resources.
III. Linear programming is one of the branches of optimization and studies the minimization or maximization of a linear function without linear constraints.
What can be said to be true about Linear programming?
- 7
The corner points of the constraint set of the goal function f are (0, 0), (5, 0), (0, -2) and (3, -2). Which of the following is the maximum value of the function

- 8

- 9
Which of the following linear system has the solution

- 10
How should

be chosen so that the lines

intersect at the point

- 11
Which of the following is false for zero sum matrix games?
- 12

What is the solution of the above system of linear equations?
- 13
What is the solution of the system of equations

- 14
For -1≤X≤1, what is the area bounded by the graphs of the functions

- 15
For a continuous function


then which of the following is the value of the integral

- 16
Which of the following functions is the antiderivative of

- 17

- 18
The supply curve of a certain product is given by

What is the producer surplus when 7 units of this product are sold?
- 19
A type of toy is supplied according to the rule

and

units of this toy are sold at a price of 79 TL. What is the produces surplus?
- 20
Calculate the Gini index for the following Lorenz function
