Translating Phrases into Algebraic Expressions Worksheets
The worksheets in this page provide practice to students on translating phrases into algebraic expressions like linear expressions, single & multiple variable expressions, equations and inequalities. This will help the students to translate reallife problems into algebraic expressions and find a solution in an easier way.

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Linear Algebraic Expressions
Translate each phrase into a linear algebraic expression. Each expression is in the form of ax + b, where x is any variable; a and b are constants. Difficult level is in the form of c(ax+b), c is a constant.
Easy:
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Moderate:
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Difficult:
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Single Variable Algebraic Expressions
The worksheets contain phrases, which need to be translated into algebraic expressions. Each expression is in the form of f(x) + c, where f(x) is a polynomial in different forms, c is a constant.
Easy:
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Moderate:
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Difficult:
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Multivariables Algebraic Expressions
Each worksheet has 10 verbal phrases, which should be translated into algebraic expressions. An expression involves two or more variables with or without a constant.
Easy:
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Moderate:
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Translating Linear Equations: OneStep
Translate each phrase into onestep linear equation. The worksheets are classified into easy and moderate levels.
Easy:
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Moderate:
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Translating Linear Equations: TwoStep
Identify the keywords and translate the sentences into twostep linear equations.
Easy:
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Moderate:
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Translating Linear Equations: MultiStep
Set up the multistep equations by translating the verbal phrases. This will help students to solve multistep equations involving word problems.
Easy:
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Moderate:
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Translating Linear Inequalities
Translate the phrases into inequalities, which involve a linear function. The expressions include symbols like <, >, 'not equal', 'less than or equal' and 'greater than or equal'.
Basic:
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Onestep:
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Twostep (Easy):
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Twostep (Moderate):
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MW4K's Mixed Bag
This section contains phrases, which are a mixture of linear equations and inequalities. The worksheets are distributed in two levels: Easy and Moderate.
Easy:
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Moderate:
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