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MAT109U

Mathematıcs I (ENG)

Deneme Sınavı Soruları

  • 20 soru
  • Cevap anahtarı açık: çöz, sonucunu gör
0 doğru · 0 yanlış · 20 kaldı
  1. 1

    What is the positive stationary value of the function f (x, y) = x + 2 y, satisfying the condition 2 x2 – y2 = -14 ?

  2. 2

    ________ tells us the desire or willingness of a customer to pay a certain price for a particular item she wants to buy.

  3. 3

    Given the function f(x)=ln(2x),  find the second derivative at the point x=3.

  4. 4

    While approaching from the right limx→-2 |x + 2| / (x + 2) = ?

  5. 5

  6. 6

    If f (x ) = [(x2 + 3x + 1) / (x5 + 5)], then what is the value of limx→∞ f(x)? 

  7. 7

  8. 8

  9. 9

  10. 10

  11. 11

    What is the equation for the tangent line to the function f(x)=x2-2x+1 at point (2,1)?

  12. 12

    A rectangular land plot has a perimeter of 200 metres. What is the possible largest are of this land plot in squaremeters?

  13. 13

    Assume that total cost function is 200+3x2+5x. For which level of production is the marginal cost is equal to 95?

  14. 14

    Let A = (–∞, ∞), B =  (–∞, 0] and C = (-2, 2). Find C  \  (A ∪ B). 

  15. 15

    What is the inverse of the function f(x)=6x-5 ?

  16. 16

    Which of the following is an half-opened interval?

  17. 17

    Assume that

    A={x| 0<x<20 and x=2k where k is a natural number}

    and

    B={x| 0<x<20 and x=3k where k is a natural number}.

    What is the intersection of A and B?

  18. 18

    Which power of 7 is between 2000 and 2500

  19. 19

    642/3=?

  20. 20

    Which of the following polynomial equations have a natural number root?

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