# Calc 1, Homework 3 Problems

- Author:
- Albert Navetta

## Homework 3 Question 1

Based on the following figure, answer each question in the box below:

## Homework 3 Question 2

Suppose for some function and . Answer the following in the box below:

- If , what, if anything, is known about ?
- If , what, if anything, is known about and ?
- If , What if anything is known about and ?
- If is undefined, What if anything is known about and ?
- If , what, if anything, is known about ?

## Homework 3, Question 3

In the Applet below, L is the secant line defined by the points and . The slope of the secant line, is defined as usual. . Observe and record the slope of the secant line, , when Based on the results make a conjecture for . Also make a conjecture for the slope of the tangent line of at .

## Homework 3 Question ??

Using only the graph below, determine the following limits, if they exist: