Question

homework 1.2: limits involving infinity score: 15/36 answered: 8/18 progress saved done question 9 0/2 pts 8 49 details the graph below is the function f(x) determine the following values. enter \dne\ if a value does not exist, enter \oo\ (lower case \o\) if the limit approaches positive infinity, or \-oo\ if the limit approaches negative infinity. lim_{x-> - 3} f(x)= lim_{x-> - 3^+} f(x)= lim_{x-> - 3^-} f(x)= f(-3)=

Explanation:

Answer:

\( \lim_{x\to - 3^{-}}f(x)=-\infty \)
\( \lim_{x\to - 3^{+}}f(x)=\infty \)
\( \lim_{x\to - 3}f(x)=\text{DNE} \)
\( f(-3)=\text{DNE} \)