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The graph of y=5^x has ________. asymptote at x=0 no asymptotes an asymtote at y=0 an asymptote at y=x
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at y = 0
Can you please show me how you figured that out?
as x -> +infinity, y-> +infinity as x -> -infinity, y -> 1/(5^x) = 1/infinity = 0 y can never be less than 0, no matter what value of x
it might be better to express it as a limit. \[\lim_{x \rightarrow -\infty}5^x=0\]
Thanks guys!
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