Question

what is bigger e^x or x^2

Answer 1

neither

Answer 2

depends what x is

Answer 3

If x=1:\[e^1>1^2\]
If x=2:\[e^2>2^2\]
If x=3:\[e^3>3^2\]
Yet if x=-1:
\[e^-1<(-1)^2\]

Truth is, \[e^x>x^2\]If x is positive or 0.\[e^x<x^2\]If x is negative.

Answer 4

\[ \lim_{x \rightarrow infinity } \frac{ f(x) }{ g(x) }=0\]

Answer 5

The blue function is e^x, and the purple function is x^2.
The blue is over the purple after 0, before 0 it is under.

Answer 6

f(x)=e^x
g(x)=2^x

Answer 7

@sarcos11 2nd equation is x^2 man... not 2^x hey