# How to Graph Logarithms: Transformations and Effects on Domain/Range

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question 1 of 3

### Which direction will the graph of this equation be shifted? y = log (x + 2)

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### 2. Which equation represents this graph? Create your account to access this entire worksheet
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There are two methods for graphing logarithms. You can use these materials to review how to properly graph these equations and how to make graphs shift on the coordinate plane.

## Quiz & Worksheet Goals

Use this quiz and worksheet to test how well you understand these concepts:

• Graphing a logarithm
• Using a logarithm equation to shift a graph
• Graphing transformations
• Domain and range

## Skills Practiced

Use these materials to practice the following:

• Problem solving - use acquired knowledge to solve logarithm graphing practice problems
• Knowledge application - use your knowledge to answer questions about transformations
• Making connections - use understanding of the concept of domain and range

If you want a more in-depth look at graphing logarithms, check out the accompanying video lesson called How to Graph Logarithms: Transformations and Effects on Domain/Range. In that lesson you will cover these objectives:

• Define logarithmic equations
• Review the definition of exponentials
• Show how to graph a basic logarithm formula
• Provide tactics for graphing logarithms with additional transformations
• Discuss how transformations affect domain and range
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