Exponential and Logarithm Graphs

Graph

• A

• B

• C

• D

Graph

• A

• B

• C

• D

What is the equation of the asymptote?

• x = -3

• x=5

• y= -3

• y=5

Now that you've completed the quizizz, please check any/all skills you still feel you need to work on in this unit:

• Switching between exponential and log forms

• Finding the value of a log (by hand or in the calculator)

• Graphing a logarithm

• Domain and Range of the Graphs

• Review stuff from exponentials (the equations with the variables)

Rewrite in exponential form:
ln(2) = x

• 2^x = 10

• 10² = x

• e^x = 2

• e² = x

Solve for x:
log_x 25 = 2

• 5

• -5

• 1/5

• -1/5

Function in which quantities increase by a fixed percent during each time period.

• 1. Exponential Growth

• 1. Logarithmic Function

• 1. Natural Logarithm

• 1. Exponential Decay

• 1. Geometric Sequence

Is the inverse of the exponential function y=b^x and is defined as y=log_b⁡(x)

• 1. Geometric Sequence

• 1. Exponential Decay

• 1. Logarithmic Function

• 1. Exponential Equation

• 1. Logarithm Base b

function in which quantities decrease by a fixed percent during each time period

• 1. Growth/Decay Factor

• 1. Exponential Decay

• 1. Exponential Growth

• 1. Common Ratio

• 1. Natural Base

Equation that contains variables in the exponents.

• 1. Exponential Equation

• 1. Exponential Decay

• 1. Exponential Growth

• 1. Growth/Decay Factor

• 1. Logarithmic Function