(Solved): Use the graph below to find the limit as x approaches 3. Use the graph below to answer the ques ...

Use the graph below to find the limit as $$x$$ approaches $$?3$$. Use the graph below to answer the question. Enter your answer in the space below, if an answer does not exist, enter DNE for your response. $$\underset{x?2}{\lim }g(x)=$$ If $$\underset{x?1^{?}}{\lim }f(x)=6$$ and $$\underset{x?1^{+}}{\lim }f(x)=7$$, then $$\underset{x?1}{\lim }f(x)$$ does not exist $$\begin{array}{l}{\lim }_{x?1}f(x)=7\\ {\lim }_{x?1}f(x)=6\end{array}$$ Question 7 If a function has a hole at $$x=a$$, then the limit as $$\mathrm{x}$$ approaches "a" will be $$f(a)$$ True False Suppose $$g(x)$$ has a vertical asymptote at $$x=?2$$ and $$g(?1.999)=3000$$, then which of the following statements do we know is true: $$\begin{array}{l}{\lim }_{x??2^{+}}\mathrm{g}(x)=?\\ {\lim }_{x??2^{?}}\mathrm{g}(x)=?\\ {\lim }_{x??2}\mathrm{g}(x)=?\\ {\lim }_{x??2^{?}}\mathrm{g}(x)=??\end{array}$$