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GED Worksheet Downloads

Each PDF download packet includes two practice worksheets and answer keys.

Math Flashcards | GED Math | Free GED Assessment | Home school Math

Free GED Worksheets to Download

Free GED worksheets to download includes answer keys.

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Whole Numbers

Integers

Packet A: Adding and Subtracting Negative and Positive Integers

Packet B: Adding and Subtracting Negative and Positive Integers

Packet A: Multiplying Negative and Positive Integers

Packet B: Multiplying Negative and Positive Integers

Fractions:

Equivalent Fractions

Packet A: equivalent fractions; numerators 2-10

Packet B: equivalent fractions: numerators 2-10

Simplifying Fractions

Packet A: simplifying proper fractions: denominators 2-10

Packet B: simplifying proper fractions: denominators 2-10

Packet A: simplifying improper fractions: denominators 2-10

Packet B: simplifying improper fractions: denominators 2-10

Packet A: simplifying improper fractions, no remainders: denominators 2-10

Packet B: simplifying improper fractions, no remainders: denominators 2-10

Packet A: simplifying fractions, proper and improper: denominators 2-10

Packet B: simplifying fractions, proper and improper: denominators 2-10

Adding Fractions: Common Denominators (denominators 0-9)

Packet A: adding fractions with common denominators

Packet A: adding fractions and mixed numbers with common denominators

Packet B: adding fractions and mixed numbers with common denominators

Adding Fractions: Different Denominators

Some worksheets may contain problems with common denominators.

Packet A: adding fractions with different denominators 2-9

Packet A: adding fractions and mixed numbers with different denominators

Packet B: adding fractions and mixed numbers with different denominators

Subtracting Fractions: Common Denominators

Packet A: subtracting fractions with common denominators

Packet B: subtracting fractions with common denominators

Packet A: subtracting fractions and mixed numbers with common denominators

Packet B: subtracting fractions and mixed numbers with common denominators

Subtracting Fractions: Different Denominators

Some worksheets may contain problems with common denominators.

Packet A: subtracting fractions with different denominators

Packet B: subtracting fractions with different denominators

Packet A: subtracting fractions and mixed numbers with different denominators

Packet B: subtracting fractions and mixed numbers with different denominators

Multiplying Fractions:

Packet A: Multiplying fractions

Packet B: Multiplying fractions

Packet A: Multiplying fractions and mixed numbers

Packet B: Multiplying fractions and mixed numbers

Dividing Fractions

Packet A: Dividing fractions

Packet B: Dividing fractions

Packet A: Dividing fractions and mixed numbers

Packet B: Dividing fractions and mixed numbers

Converting Fractions

Packet A: Converting fractions to decimals, ratios, and percents

Decimals

Converting Decimals

Packet A: Converting decimals to fractions, ratios, and percents

Percents

Converting Percents

Packet A: Converting percents to fractions, ratios, and decimals

Packet B: Converting percents to fractions, ratios, and decimals

Basic Geometry

Area

Packet A: Finding area of triangles

Packet A: Finding area of L-shapes

Packet A: Finding area of rectangles

Packet A: Finding area of triangles, L-shapes, and rectangles

Perimeter

Packet A: Finding perimeter of L-shapes

Packet A: Finding perimeter of rectangles and triangles

Packet A: Finding perimeter of rectangles, triangles, and L-shapes

Basic Algebra

Solving Numerical Expressions

Solving Numerical Expressions: Packet A

Solving Numerical Expressions: Packet B

A number increased by x is y. n + x = y
A number decreased by x is y. n - x = y
x more than a number is y. x + n = y

Packet A answer key

Packet B answer key

Solving Numerical Expressions: Packet A

Solving Numerical Expressions: Packet B

x less than a number is y. x - n = y
A fraction of a number is y. f x n = y
The sum of a number and x is y. n + x = y

Packet A answer key

Packet B answer key

Solving Numerical Expressions Review: Packet A

Solving Numerical Expressions Review: Packet B

A number increased by x is y. n + x = y
A number decreased by x is y. n - x = y
x more than a number is y. x + n = y
x less than a number is y. x - n = y
A fraction of a number is y. f x n = y
The sum of a number and x is y. n + x = y

Packet A answer key

Packet B answer key

Solving Numerical Expressions: Packet A

Solving Numerical Expressions: Packet B

The product of x and a number is y. x * n = y
The quotient of a number and x is y. n/x = y
x times a number is y. x * n = y

Packet A answer key

Packet B answer key

Solving Numerical Expressions: Packet A

Solving Numerical Expressions: Packet B

x is equal to the product of y and some number. x = y x n
The difference of a number and x is equal to y. n - x = y
x is equal to the quotient of a number and y. x = n/y

Packet A answer key

Packet B answer key

Solving Numerical Expressions Review: Packet A

Solving Numerical Expressions Review: Packet B

The product of x and a number is y. x * n = y
The quotient of a number and x is y. n/x = y
x times a number is y. x * n = y
x is equal to the product of y and some number. x = y x n
The difference of a number and x is equal to y. n - x = y
x is equal to the quotient of a number and y. x = n/y

Packet A answer key

Packet B answer key

Solving Numerical Expressions: Packet A

Solving Numerical Expressions: Packet B

A fraction of a number increased by x is y. f * n + x = y
A fraction of a number decreased by x is y. f *n - x = y
x times a number increased by y is z. x * n + y = z

Packet A answer key

Packet B answer key

Solving Numerical Expressions: Packet A

Solving Numerical Expressions: Packet B

x times a number decreased by y is z. x * n - y = z
The quotient of a number and x increased by y is z. n/x + y = z
One number is x times another. Their sum is y. n + (x * n) = y

Packet A answer key

Packet B answer key

Solving Numerical Expressions Review: Packet A

Solving Numerical Expressions Review: Packet B

A fraction of a number increased by x is y. f * n + x = y
A fraction of a number decreased by x is y. f *n - x = y
x times a number increased by y is z. x * n + y = z
x times a number decreased by y is z. x * n - y = z
The quotient of a number and x increased by y is z. n/x + y = z
One number is x times another. Their sum is y. n + (x * n) = y

Packet A answer key

Packet B answer key

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