For any positive rational number k, and any real number c, which of the following is incorrect? a.limxaprochinf c = c b limitxaproch-inf. c = c c.limitxaprochinf c/x^k = 0 d.limitxaprochinfinf c/x^k = 0 e. All are correct

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For any positive rational number k, and any real number c, which of the following is incorrect? a.limxaprochinf c = c b limitxaproch-inf. c = c c.limitxaprochinf c/x^k = 0 d.limitxaprochinfinf c/x^k = 0 e. All are correct

Mathematics
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this is hard for me to read
\[\lim_{x \rightarrow \inf} c=c \]
that is true

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Other answers:

\[\lim_{x \rightarrow -\inf}c=c\]
that is true
let me know if I write something that you didn't mean k?
\[\lim_{x \rightarrow \inf}c/x^k=0\]
that is true since k>0
i honestly don't know what you mean by infinf? mean that is still inf which is also choice c
how choice c??????
what? infinf=inf i told you choice d and c are the same unless you meant something else but all are true based if I'm reading these correctly
sory choice d have -inf
can you solve it now plzzzzzzzzz?
its still true

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