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# Comparing Magnitudes of Functions

APCALC-KV1YXN

As $x$ gets infinitely large, which of the following functions resembles the graph of $y=e^x$?

A

$y=\cfrac{e^x}{e^x-1}$

B

$y=\ln{x}$

C

$y=\sqrt{x-2}$

D

$y=4x^3+10x^5+e^x$