How to Solve Multi-Step Equations with Fractions & Decimals


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question 1 of 3

One practical way to solve multi-step equations that include fractions is to _____.

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1. In a fraction, the number below the division line is called the _____.

2. If a given problem included both ¼ and ⅓, which of the following could be used as a common denominator?

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About This Quiz & Worksheet

Assess your proficiency with multi-step equations through this quiz and printable worksheet. Solving multi-step equations, finding common denominators, and components of a fraction will be looked at in this quiz.

Quiz & Worksheet Goals

You will be asked about:

  • Solving for x in multi-step equations
  • The name of the number below the division line in a fraction
  • Ways to solve multi-step equations with fractions
  • Finding common denominators

Skills Practiced

You will exercise these skills in your work:

  • Problem solving - use acquired knowledge to solve multi-step equation practice problems
  • Making connections - use understanding of the concept of common denominators to identify which could be used in a given problem
  • Knowledge application - use your knowledge to answer questions about parts of a fraction
  • Interpreting information - verify that you can read information regarding techniques to solve multi-step equations and interpret it correctly

Additional Learning

Review the associated lesson, called How to Solve Multi-Step Equations with Fractions & Decimals, for further information. Some objectives of the lesson will include:

  • Know how to convert between fractions and decimals
  • Explain what a mixed number is
  • Solve multi-step equations in practice problems given in the lesson