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Smallest to Largest: Decimals to the Tenths Place
Dealing with decimals in your fourth grade class? Make them easy to understand with a straightforward worksheet, which instructs youngsters to put groups of decimals in order from smallest to largest. A great way to review place value...
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Fraction Earth -- Water and Land
Students research the amount and sources of water on Earth. They interpret data to create a physical representation of water and land mass on the planet. They then use art materials to create a visual and tactile representation of...
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Solving Fractions with Manipulatives
Students use candy bars, beef jerky, and brownies to represent different fractions. Students also use colored multi-link cubes or blocks to illustrate the same representations of fractions. Students work with a partner to create diagrams...
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Mental Math Warmup
The equivalency of fractions, decimals, and percents is the focus of this short, but effective, presentation. Learners view grids of squares that are shaded in varying degrees. They must calculate the fraction, decimal, and percentile...
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Fractions
Students determine that a fraction is a part of a whole or part of a group. They write and read fractions and solve various fraction problems. They create their own fraction problem using colored candies for their classmate to solve.
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Change Improper Fractions to Mixed Numbers
In this fractions worksheet, students change improper fractions to mixed numbers. Students complete 10 problems converting from one to the other.
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Fraction City
Learners calculate equivalent fractions, solve the addition of fractions of like and unlike denominators, and compare fractions using fraction strips. They fold paper strips into equal parts, thirds, sixths, ninths, and twelfths, and...
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Comparing Fraction and Equivalence
Which ones are equivalent? Scholars examine four fraction models to determine which ones represent the same fraction. This is a great way to help kids with numerators and denominators, as they can physically count the total number of...
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Laws of Rational Exponents
Middle schoolers determine the value of rational numbers with fractional exponents. They solve problems containing positive and negative exponents. This one-page worksheet contains ten problems. The answers are not included.
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Chapter 1 - Objective 3.1 Decimals and Fractions
Middle schoolers write fractions as decimals. They multiply, add, and subtract positive and negative fractions and decimals. This one-page worksheet contains ten problems.
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Comparing Fractions with Like Numerators or Denominators
There are five fraction models here and each has a corresponding numeric fraction it represents. Scholars use the models to better comprehend fractions as they match each to its correct numeric form. Although all of these fractions could...
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Understanding Visual Fractions
There is one visual fraction question here with an answer detailed below; consider projecting this as an all-class warm up, covering up the bottom until the class has offered their thoughts. Learners assess four fraction models to...
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Adding and Subtracting Fractions and Mixed Numbers
Elementary schoolers participate with their teacher's instruction to learn to add and subtract fractions and mixed numbers. They use fraction strips to complete addition and subtraction problems. A step-by-step script is provided to help...
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Computation with Fractions
Upper graders are introduced to the topic of fractions and percentages. In groups, they discuss real world situations in which fractions are present, and they complete a worksheet solving problems with common and uncommon denominators....
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Morning Math
Rise and shine, mathematicians! These warm-ups will get your class putting on their thinking caps first thing as they recall past concepts and continue practicing newer ones. The problems are segmented and include concepts such as number...
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Understanding Visual Fractions
Each of these sets of squares represents a fraction: Can your scholars match them correctly to the numeric fraction list? This may be a good way to show learners numerators and denominators, as they will see them in the fractions and...
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Understanding Visual Fractions
Visualize fractions using segmented shapes. The five shapes here are each divided into equal parts, with some parts shaded. Mathematicians match the shapes to the fraction represented by the shaded region. This is a good way to introduce...
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Measuring Lengths Using Rulers
There are seven rulers here and scholars determine the measurement of each, some in inches and some in centimeters. The answer options are listed. Although there are some fractions involved, they are only at the half-inch or centimeter....
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Represent Mixed Numbers on a Number Line
See fractions visually with these eight images, each of which has a matching numerical fraction. The images have a row of objects representing the numerator and denominator. This is a nice way to show what a fraction actually means.
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Understand a Fraction on a Number Line
Where would 3/4 be on the number line? Project this fraction problem as an all-class warm up, asking scholars to complete it on their own before revealing the detailed explanation below. Using a number line segmented into quarters, they...
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Understanding Visual Fractions
These shapes give scholars an excellent chance to see numerators and denominators in a visual way. They examine segmented shapes with portions colored in, determining what fraction the shaded section represents. For some problems, there...
Math Worksheets Land
Represent a Fraction on a Number Line
A number line serves as the medium to display visual fractions as scholars examine two points along its segmented length. The line is split into quarters and scholars determine which fraction is represented by two letters labeled at...
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Comparing Fractions and Equivalence
Which fraction is greater than? Less than? There are 10 problems here that give scholars a visual approach to comparing fractions. They start by writing the fractions represented in a shaded shape. Then, they begin comparing visual...
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Understanding Visual Fractions
Learners can actually see the numerators and denominators as they examine three segmented shapes. For each, they must write a fraction representing the shaded regions of the shape. Only one of these can be simplified, so decide whether...