Mathematıcal Economıcs (ENG)
Deneme Sınavı Soruları
- 20 soru
- Cevap anahtarı açık: çöz, sonucunu gör
- 1
Why do we use the derivation?
- 2
Which of the following curves show combinations of output that can efficiently be produced by using all available resources in a fashion specified by the given production functions for each product?
- 3
How many steps does the first derivative test have ?
- 4
What is the slope of the production possibilities frontier curve?
- 5
A firm's total revenue function is
where q represents production. Which of the following production levels maximizes the total revenue? - 6
Investments are made with expectations of receiving returns or money flows. These received returns or flows change the capital stock. What do we call this change rate?
- 7
Which of the following tests is used to determine whether a specific critical value of the choice variable is associated with a local maximum or minimum ?
- 8
What are the called maximum or minimum values found from the solution of an optimization problem?
- 9
What is the general term used for processes involving a search for a maximum or a minimum among a number of alternatives?
- 10
Which of the following can be an example for a continuous flow of income?
- 11
Given the production function is
q(K, L) = 2KL – 0.5L2 –K2 + L + 3K
Find the derivative of qkk .
- 12
Given function TC(q)= q3-6q2 ,find the local minimum value for this function?
- 13
The total cost function is given by the equation
where q represents the production level. Which of the production levels minimizes the average cost (AC)? - 14
What is the decreasing convex graph and its function?
- 15
What do Input-output tables indicate? the flows of goods
between industries. - 16

- 17
Who received the Nobel Prize in Economics for his prominent input-output research?
- 18
When was Wassily W. Leontief's "Quantitative Input and Output Relations in the Economic System of the United States" published?
- 19
How many types of discontinuity exist in discrete functions?
- 20
Who introduced a form of inverse matrix that creates a way to analyze direct and indirect impact of inputs on output?