Лекции.Орг


Поиск:




по дисциплине «Математический анализ» 1 курс




Сборник задач

специальность 5В070400 «ВТПО»

ТЕМА: «Пределы и производные»

1.

Find limit as x 0

2.

Find limit as x 2

3.

Find limit as x

4.

Find limit as x 0

5.

Find limit as x 3

6.

Find limit

as x -4

7.

Find limit

as x

8.

Find limit as x

9.

Find limit function from the left in the point

10.

Find limit of function from the right in the point

11.

Find limit of function from the right in the point 0

12.

Find limit of function from the left in the point

13.

Find limit of function from the right in the point 0

14.

Find limit of function from the left in the point

15.

Find limit as x 0

16.

Find limit as x 3

17.

Find limit as x , a

18.

Find limit as x ,

19.

Find derivative

.

20.

Find derivative

.

21.

Find derivative

.

22.

Find derivative

.

23.

Find derivative

.

24.

Find derivative

.

25.

Find derivative

26.

Find derivative

27.

Find derivative

28.

Find derivative

.

29.

Find derivative

.

30.

Find derivative

.

31.

Find derivative

.

32.

Find derivative

.

33.

Find derivative

.

 

34.

Find derivative

35.

Find derivative

.

36.

Find derivative

.

37.

Find derivative

38.

Find derivative

39.

Find derivative

40.

Find derivative 1+2t^2

41.

Find derivative

42.

Find derivative

43.

Find derivative

44.

Find maximum and minimum

on [-4;4]. Min -41; max 40

45.

Find maximum and minimum

on [1;e]. min 0; max e^2

46.

Find maximum and minimum

on [0; ]. Min -2; max 3^(1/2)+ 3^(1/2) / 2
47.

Find maximum and minimum

min = 0

48.

Find maximum and minimum

on [0; 0 ]. Min 1; max 2

49.

Find maximum and minimum

on [1;e]. max 1 min 2(1-ln2)

50.

Find maximum and minimum

min -1

51.

Find maximum and minimum

Max e

52.

Find limit F as x 4





Поделиться с друзьями:


Дата добавления: 2015-05-07; Мы поможем в написании ваших работ!; просмотров: 438 | Нарушение авторских прав


Поиск на сайте:

Лучшие изречения:

80% успеха - это появиться в нужном месте в нужное время. © Вуди Аллен
==> читать все изречения...

799 - | 739 -


© 2015-2024 lektsii.org - Контакты - Последнее добавление

Ген: 0.008 с.