Lesson 9.2 Graph Logarithmic Functions

Last updated over 1 year ago
10 questions
Note from the author:
I can graph logarithmic functions.
I can graph logarithmic functions.
Algebra Time
1

Complete the table of values for the function

2

Identify the coordinates of the reference points and vertical asymptote of the given function g(x). Then sketch a graph of g(x).

2

Identify the coordinates of the reference points and vertical asymptote of the given function g(x). Then sketch a graph of g(x).

2

Identify the coordinates of the reference points and vertical asymptote of the given function g(x). Then sketch a graph of g(x).

2

Identify the coordinates of the reference points and vertical asymptote of the given function g(x). Then sketch a graph of g(x).

2

Identify the coordinates of the reference points and vertical asymptote of the given function g(x). Then sketch a graph of g(x).

Eyes
2

Desmos Active
After the age of about 25 years, the average size of the pupils in a person’s eyes decreases. An approximate model for the average pupil diameter d (in millimeters) under low-light conditions as a function of age a (in years) is

At about what age does the average diameter fall below 6 millimeters?

Customer Loyalty
A small bookstore starts a customer loyalty program. Over the first year, the total number of customers who have signed up can be modeled by the function shown in the photo, where c is the number of customers and w is how many weeks the program has been in effect.

2

Graph c(w), using reference points at w = 0, 1, 3, 7, 15.

2

What is a reasonable domain for this context?

2

From the model, would you predict that at least 410 people will have signed up by the end of the year? Explain your reasoning.