AÖF Soru Bankası
MAT110U

Mathematıcs II (ENG)

Ünite Sınavı Soruları

  • 20 soru
  • Soru metinleri açık; şıklar ve cevap anahtarı uygulamada
  1. 1

  2. 2

    What is the average value of the function

    on the interval

  3. 3

  4. 4

    Evaluate the definite integral of the function

    on the interval

    using the partition

  5. 5

    What can be said to be true about the properties of the definite integrals?

  6. 6

    Calculate the upper sum

    choosing the partition

    of the interval

  7. 7

    What is the area under the graph of

    on the interval on the interval

  8. 8

    What is the sum of squares of the natural numbers from 1 to 5?

  9. 9

    What is the valve of

  10. 10

    Evaluate the integral

  11. 11

  12. 12

    What is the area between the curves

  13. 13

    What is the average value of the function f(x)=x+4 in the interval (0, 4) for x?

  14. 14

    I. The antiderivative F of the function f will be found, i.e. ∫ f(x)dx = F(x), then, to evaluate the definite integral, the difference F(b)–F(a) will be calculated.

    II. The antiderivative F of the function f will be found, i.e. ∫ f(x)dx = F(x), then, to evaluate the definite integral, the difference F(b)+F(a) will be calculated.

    III. Let f be a continuous function defined on the interval [a,b] and let there be an antiderivative function F defined on the interval [a,b] such that F ' (x)=f (x). 

    What can be said to be true about the fundamental theorem of calculus?

  15. 15

    What is the value of

  16. 16

    What is the value of the definite integral 

  17. 17

    What is the area of the region between the curve

    axis where

  18. 18

    The weight f a special type of stone is twice as its volume. What will be the average weight of stones if their volumes is in interval (10,20)

  19. 19

    then what is the value of L4(f) for the partition 

  20. 20

    If

    then what is the value of

Şıkları ve doğru cevapları görMathematıcs II (ENG) dersinin tüm sınavları, cevap anahtarları, süreli mod ve yanlış analizi uygulamada.Uygulamada aç