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Mathematıcal Economıcs (ENG)

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0 doğru · 0 yanlış · 20 kaldı
  1. 1

    Maximum or minimum values found from the solution of an optimization problem are called "............. " . Which of the following options best fits in the blank?

  2. 2

    A firm's total profit function is given by , where q indicates the production level. What is the production level that maximizes the total profit? 

  3. 3

    What is the general term used for processes involving a search for a maximum (in the context of a maximization process) or a minimum (in the context of a minimization process) among a number of alternatives ?

  4. 4

    Which of the following is indicated by the area under the demand curve and above the equilibrium price level?

  5. 5

    Given the function f(x)=x3 - x2-1, find local maximum value for this function.

  6. 6

    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?

  7. 7

    Given total cost function TC(q)= q3 -30q2+82q+190, find the second derivative TC''(q) at the point q=110. 

  8. 8

    If the integrated function is not continuous or the interval goes to infinity, what do we call these integrals?  

  9. 9

    What do we call the price difference between the current price in the market and the price that producers are willing to accept?  

  10. 10

    For the function TC(q)= q2- 4q+4, find the first derivative TC'(q) at the point q=1.

  11. 11

    Given total cost function TC(q)= q3 -3q2+8q+1, find the second derivative TC''(q) at the point q=10. 

  12. 12

    Which of the following is the local max of TC(q)= q3 -6q2 ?

  13. 13

    If a payment is not one time only for each year but is continuous, how do we calculate the present value?

  14. 14

    Which one of the followings is linear function ?

  15. 15

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

  16. 16

    Who introduced an alternative inverse matrix method that is driven by a supply-side approach?

  17. 17

    Which of the following is necessary to calculate import dependency? 

  18. 18

  19. 19

    Which of the following philosophers' theories are strongly connected to the input-outpoot analysis.

  20. 20

    What do we call a function whose graph is a straight line?

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