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mc3.tex
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Mon, May 6, 15:52
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mc3.tex
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\begin
{
questionmult
}{
MCQ-03
}
Let the subset
$
E
\subset
\mathbb
{R}
$
defined by
$
\displaystyle
E
=
\Bigg\{
2
\left
(
1
+
\frac
1
n
\right
)
^{
\hspace
{
-
1
mm}n}: n
\in
\mathbb
{N}
\setminus\{
0
\}\Bigg\}
$
.
\\
Then
\begin
{
reponses
}
\bonne
{
$
10
$
is a majorant of
$
E
$
}
\mauvaise
{
the minimum of
$
E
$
is
$
2
$
}
\bonne
{
$
10
$
is a majorant of
$
E
$
}
\mauvaise
{
$
E
$
is closed
}
\mauvaise
{
the supremum of
$
E
$
belongs to
$
E
$
}
\end
{
reponses
}
\end
{
questionmult
}
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