Advanced Number Operations

Advanced Addition

Challenging addition questions using multiple digits, decimals, and negative numbers
(integers).

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Advanced Division

Challenging division questions using multiple digits, decimals or currency settings,
and negative numbers (integers).

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Advanced Division  No Remainders

Challenging division questions using multiple digits and negative numbers (integers)
with answers not having remainders.

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Advanced Division  Remainders

Challenging division questions using multiple digits, and negative numbers (integers)
with answers having remaindrs.

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Advanced Multiplication

Challenging multiplication questions using multiple digits, decimals, and negative
numbers (integers).

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Advanced Multiplication  Powers of Ten

Challenging advanced multiplication questions that use either powers of ten (i.e.
1000, 10, .1, .01) or multiples of ten (i.e. 500, 30, .007) as the multiplier for
all questions. Other features include multiple digits, decimals or currency settings,
and negative numbers (integers).

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Advanced Subtraction

Challenging subtraction questions using multiple digits, decimals, and negative
numbers (integers).

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Multiple Addends

Addition questions with with up to 6 addends.

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Multiple Operations

Full control over the structure of the multiple operations including placement of
parentheses and exponents.

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Algebra

Equations  Defined Variable

A variety of algebra equations with the variable defined. Students use the defined
variable to calculate the answer. This is a great set of exercises for students
just beginning algebra.

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Equations  Single Variable (One Side)

A variety of algebra equations. Use exponents and decimals to add complexity.

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Number Problems

Solve with or without algebra. e.g. A number increased by 5 is 9.

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PreAlgebra Equations (One Side)

Aimed at creating simple algebra equations for those students just starting to learn
algebra concepts.

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Basic Number Operations

Basic Addition

Basic addition questions.

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Basic Addition and Regrouping

Control the regrouping and borrowing functions. All regrouping, no regrouping, or
select the place values to regroup from.

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Basic Division

Basic division questions.

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Basic Multiplication

Basic multiplication questions.

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Basic Subtraction

Basic subtraction questions.

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Basic Subtraction and Regrouping

Control the regrouping and borrowing functions. All regrouping, no regrouping, or
select the place values to regroup from.

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MatchUps

Draw lines from questions to the correct answers.

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Quick Facts

Easy basic facts generation with number pad selection.

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Coordinates

Rectangular Coordinates

Agreat exercise set to have your students practice identifying coordinates. Or use
this exercise set to create blank graphs with XY lines.

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Fractions

Comparing Fractions

Practice identifying whether a fraction is smaller (<), larger (>) or equal
(=) to the second fraction listed.

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Division with Whole Numbers

Whole numbers divided by fractions or fractions divided by whole numbers.

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Equivalent Fractions

Example: 3/9 = _ /3

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Fractions Addition

Example: 3/4 + 1/2

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Fractions and Decimals

Convert fractions to decimals, or decimals to fractions.

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Fractions Division

Example: 3/4 / 1/4

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Fractions Multiplication

Example: 2/3 x 1/4

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Fractions Subtraction

Example: 3/4  1/3

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Mixed Operations with Fractions

Addition, subtraction, multiplication and division questions with whole numbers
and fractions.

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Multiplication with Whole Numbers

Fractions of whole numbers or whole numbers multiplied by fractions.

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Simplifying Fractions

Example: 4/12 = 1/3

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Geometry

Angles

Classify and measure inside or outside angles.

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Circles

Find the circumference and area of circles.

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Measuring Lines

Develop early skills in using a ruler to determine the length of a straight line.

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Measuring Rectangles

Use a ruler to determine perimeter and area of a rectangle.

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Perimeter and Area

Calculate the area and perimeter of triangles and quadrilaterals.

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Polygons

Identify polygon and number of sides and vertices.

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Pythagorean Theorem

A right triangle is provided and the measurement for one side is not given. Control
the complexity of the questions by selecting an appropriate Unit Size  Small, Medium
or Large.

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Graphs

Bar Graphs

Customized bar graphs for your students to use.

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Line Graphs

Customized line graphs for your students to use.

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Measurement

Metric Weights and Measures

Conversion practice with metric length, mass, and volume.

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US Weights and Measures

Conversion practice with US weights and linear, liquid, and dry measures.

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Money

Counting Money

Calculate the amount of money in displayed coins.

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Money in Words

Example: $1.47 = one dollar and fortyseven cents.

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Shopping Problems

Word problems involving shopping. Add your own names and items to the shopping word
problem generator.

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Number Concepts

Exponents

Example: Find the square root of 25. Or, find the cube root of 27.

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Roman Numerals

Examples: 75 = LXXV; XIV = 14

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Roots

Find the square root or cube root of numbers.

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Scientific Notation

Example: 3.2 x 10 ^ 3 = 3,200. Or, 580 = 5.8 x 10 ^ 2

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Numeration

Before, After, Between

Can be used for early numeracy work, or for introducing integers and the concept
of negative numbers.

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Comparing Numbers

Identify whether a number is greater than (>), less than (<) or equal (=)
to a second number.

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Counting Patterns

Short counting sequences for students to fill in the missing numbers. The exercises
reinforce number positioning and relationships.

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Expanded Notation

Standard notation to words, standard notation to expanded notation; standard notation
to place value.

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Factors

Find factors of numbers and GCF of two numbers.

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Greatest Common Factor

List all of the factors for each number, then identify the largest factor that both
share.

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Lowest Common Multiple

List the multiples for each number (i.e. 5, 10, 15, 20, etc) until a multiple in
common between the two numbers is found.

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Multiples

Find multiples of a number and the LCM of two numbers.

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Ordering Numbers

Order random numbers from least to greatest or greatest to least.

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Place Value

Identify the place value of a digit in a number.

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Prime Numbers

Students list the factors for a given number, and then determine whether the number
is prime (True) or not prime (False). Example: 16 = 2 x 2 x 2 x 2 = Not Prime

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Rounding Numbers

Practice rounding numbers to various place values.

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Puzzles

AcrossDowns

Find the answer for each row and column, then use those answers to calculate the
final answer.

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Magic Squares

Fill in the missing numbers so that the sums of all columns, rows, and diagonals
are the same.

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Number Patterns

Find the next two numbers in the pattern.

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Secret Trails

Use either addition or subtraction to find the order of numbers that lead to the
total using only vertical or horizontal moves.

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Ratio and Percent

Percent of Numbers  Advanced

an exercise for students to practice finding the percent of numbers. Example: 68%
of 7 = 4.76; 11% of 310 = 34.1.

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Percent of Numbers  Basic

an exercise for students to practice finding the percent of numbers. Example: 10%
of 200 = 20; 16% of 750 = 120.

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Ratio Conversions  Part to Whole

Change percent to decimal, fraction and ratio expressions.

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Ratio Conversions  Part to Part

Change percent to decimal, fraction and ratio expressions.

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Tables and Drills

Circle Drill Addition

Fill in the outer ring with the correct answers.

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Circle Drill Division

Fill in the outer ring with the correct answers.

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Circle Drill Multiplication

Fill in the outer ring with the correct answers.

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Circle Drill Subtraction

Fill in the outer ring with the correct answers.

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Counting Table

A set of ordered numbers for early to learners to practice filling in the correct
numbers.

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Table Drill Addition

Reinforce the basic addition operation.

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Table Drill Division

Reinforce the basic division operation.

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Table Drill Multiplication

Reinforce the basic multiplication operation.

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Table Drill Subtraction

Reinforce the basic subtraction operation.

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Time

Telling Time

Telling Time with Analog Clocks. Includes 24 hour. Put hands on an analog clock
face to show 1:15, or, given the position of hands on a clock, give the time.

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Time Passages

Calculating the passage of time with analog clocks. Clock shows 9:30. Put hands
on a second clock to show what time it will be in 3 hours? Or, show what time it
was 2 hours and 15 minutes ago?

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