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(Solved): 2. (1pt) Find the limit. Explain how you determined the limit and circle your answer: xlim ...




2. (1pt) Find the limit. Explain how you determined the limit and circle your answer:
\[
\lim _{x \rightarrow-\infty} \arctan
(1pt) Use the Intermediate Value Theorem to prove there is a number \( c \), in interval \( [1,3] \), with \( f(c)=0 \).
\[
f
2. (1pt) Find the limit. Explain how you determined the limit and circle your answer: 3. (2pt) Use algebra to simplify the expression and find the limit. Carefully show all work or explain your answer in the space below and circle your answer. (1pt) Use the Intermediate Value Theorem to prove there is a number , in interval , with .


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2.Ans) limx???arctan?(x)Apply the common limit : limx???(arctan?(x))=??2=??23.Ans) limx?7x?5?2x?7x?5?2x?7Multiply by the conjugate : x?5+2x?5+2=(x?5?
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