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Precalculus
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find the limit of y=lim approaching infinity of ((x^n)/1+x^n) when -1
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what is y?
something wrong with this question a typo maybe what is going to infinity? \(x\) ?
this is the question \[ \lim_{x \rightarrow \infty} \frac{ x^n}{ 1+x^n }\]
then how is -1<x<1.?
good question!
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the limit would be 1 since the degree of the numerator is equal to the degree of the denominator
for this question i need to find limits for each case of x where \[x \neq -1\]
|dw:1371606049207:dw| this is when n>1.
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