Show that \large a+\frac{1}{a}>2 or \frac{a+1}{a}>2

Solution:

$Show that \large a+\frac{1}{a}>2 or \frac{a+1}{a}>2$ Or $Show that \large a+\frac{1}{a}>2 or \frac{a+1}{a}>2$

⇨ Given

$Show that \large a+\frac{1}{a}>2 or \frac{a+1}{a}>2$

$Show that \large a+\frac{1}{a}>2 or \frac{a+1}{a}>2$
$Show that \large a+\frac{1}{a}>2 or \frac{a+1}{a}>2$
$Show that \large a+\frac{1}{a}>2 or \frac{a+1}{a}>2$
$Show that \large a+\frac{1}{a}>2 or \frac{a+1}{a}>2$
$Show that \large a+\frac{1}{a}>2 or \frac{a+1}{a}>2$
$Show that \large a+\frac{1}{a}>2 or \frac{a+1}{a}>2$ Proved

Show that \large a+\frac{1}{a}>2 or \frac{a+1}{a}>2

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