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Первый замечательный предел: истина или ложь

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Первый замечательный предел: истина или ложь

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About this activity

Проверяйте понятие пределов и их примеры.

Created by

Асель Блялова
Асель Блялова
Kazakhstan

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Первый замечательный предел: истина или ложь
 

Первый замечательный предел: истина или ложьOnline version

Проверяйте понятие пределов и их примеры.

by Асель Блялова
1

Предел описывает поведение функции при приближении к точке.

2

Если предел не существует, функция не может иметь графика.

3

Замечательный предел — это строго формальное понятие, которое встречается во всех разделах математики без исключений.

4

Первый пример предела часто показывается в вводных уроках как иллюстрация критериев существования предела.

5

Предел и производная — одно и то же понятие.

6

Предел f(x) при x→a может существовать даже если функция не определена в точке a.

7

Первый замечательный предел всегда равен нулю.

8

В школьной математике часто используют замену переменной для упрощения вычисления пределов.

9

Если предел f(x) при x→a существует и равен L, то для достаточно близких x значения f(x) близки к L.

10

Предел не зависит от значений функции рядом с точкой.

 
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