Mathematıcal Economıcs (ENG)
Deneme Sınavı Soruları
- 20 soru
- Cevap anahtarı açık: çöz, sonucunu gör
- 1
Given function TC(q)= q3-6q2 ,find the local minimum value for this function?
- 2
What do we call the price difference between the current price in the market and the price that consumers are willing to pay?
- 3
What are the called maximum or minimum values found from the solution of an optimization problem?
- 4
Which of the following can be an example for a continuous flow of income?
- 5
Which of the following is the local max of TC(q)= q3 -6q2 ?
- 6
Which of the following is indicated by the area under the demand curve and above the equilibrium price level?
- 7
If the integrated function is not continuous or the interval goes to infinity, what do we call these integrals?
- 8
Why do we use the derivation?
- 9
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 ?
- 10
Which of the following tests is used to identify the extreme values of the choice variables?
- 11
Given the production function is
q(K, L) = 2KL – 0.5L2 –K2 + L + 3K
Find the derivative of qkk .
- 12
If the integral is by an upper and lower limit given or known, the area underneath can be calculated using these values. What do we call this integral?
- 13
If a payment is not one time only for each year but is continuous, how do we calculate the present value?
- 14
How many rows does have A if AB is a 4x3 matrix?
- 15
In which approach, does total demand consist of household expenditure or consumption, government expenditure and investment?
- 16
Which of the followings is the most well-known polynomial?
- 17

Which of the following is the slope of the graphed function?
- 18

- 19
How to derive the slope of a line from the equation of the line?
- 20

is given, what is the derivative of given function with respect to y?