How to prove that for
$x$
,
$y$
positive if
$x > y$
, then
$\frac{1+2x}{1+x} > \frac{1+2y}{1+y}$
?
0
$\begingroup$
How can I prove this inequality?
$$\frac{{1+2x}}{1+x}\geq \frac{1+2y}{1+y}$$
algebra-precalculus
inequality
asked
2012-04-26
user id:23031
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2012-04-26
10 Answers
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