Unit 1: Limits and Continuity

Evaluate [math].

Evaluate [math].

[math] =

[math] =

[math] =

[math] =

What is [math]?

Let [math]. What is [math]?

If [math] is continuous on [math], [math], and [math], what does the Intermediate Value Theorem guarantee?

What is [math]?

At which value of [math] does [math] have a vertical asymptote?

If [math], what can be concluded?

What is [math]?

Let [math] for [math]. What is [math]?

Let [math]. Which of the following statements about [math] is true?