!! used as default html header if there is none in the selected theme.
OEF continuity

OEF continuity
--- Introduction ---

This module actually gathers 5 exercises on the continuity
(definition and fundamental properties) of functions of one real variable.

Continuity and sequences

Let
be a real function. Are the following statements justified?

A. If , then .

B. If , then .

Epsilon - Delta

Let
be a real function such that:

For all
, there exists a
such that
implies
.

What does this mean to the continuity of
?

Epsilon - Delta II

Let
be a real function such that:

,
,
such that
.

What does this mean to the continuity of
?

Mixed multiplication

Let
be a real function. Is the following statement true?

If
is continuous, then
is continuous.

Powers

Let
be a real function. Is the following statement true?

If is continuous, then is continuous.

The most recent version This page is not in its usual appearance because WIMS is unable to recognize your
web browser.

Please take note that WIMS pages are interactively generated; they are not ordinary
HTML files. They must be used interactively ONLINE. It is useless
for you to gather them through a robot program.

Description: collection of exercises ont the continuity of functions of one real variable. serveur web interactif avec des cours en ligne, des exercices interactifs, des calculatrices et traceurs en ligne

Keywords: serveur interactif, enseignement, cours en ligne, ressources pédagogiques, sciences, langues, qcm,classes,exercices, analysis, continuity,limit,sequence,real_function, calculus