Fractions
Fraction teaching aids
Use fraction circles or bars to discuss equal parts, unit fractions and different names for the same amount.
Preview and downloadBuild understanding, then fluency
4th grade math worksheets
Connect fraction pictures to equivalent names before moving into calculations. These selected activities develop one part of the Grade 4 learning journey.
This is a selected skill collection using familiar English grade labels. Grade expectations vary between schools and countries; it is not a full curriculum or a standards-alignment claim.
A useful starting point
Begin when the learner can identify the whole, name a unit fraction and explain why the parts must be equal. If that is uncertain, start with the visual models.
Discuss together
Why is 1/2 + 1/4 equal to 3/4?
One half is the same amount as two quarters. Naming both amounts in quarters makes the sum 2/4 + 1/4 = 3/4. The denominator stays 4 because the pieces are still quarters.
Step 1
See and rename equal parts
Draw a model before using the scaling rule. Keep one whole the same size in every comparison.
Fractions
Identify and shade visual fractions
Read a fraction from a partitioned shape or shade equal parts to represent a stated fraction.
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Fractions
Equivalent fractions with missing numbers
Find a missing numerator or denominator that makes two fraction values equal, including blanks whose exact value is fractional.
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Fractions
Equivalent fractions
Print an equivalent fractions worksheet with 10 rows of seven equal fractions, six one-part blanks per row, four denominator sets, and a separate answer key.
Preview and downloadStep 2
Compare and simplify
Use the meaning of numerator and denominator. Explain why a larger denominator makes smaller unit fractions.
Fractions
Compare fractions with a shared numerator or denominator
Compare positive fractions by separating the number of parts from the size of each part, then explain the comparison rule.
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Comparing numbers
Comparing fractions
Print a 20-question comparing fractions worksheet with exact <, > and = problems. Choose positive, mixed-sign or negative values and optional denominators through 12.
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Fractions
Simplifying fractions to lowest terms
Print simplifying fractions worksheets for positive proper fractions, with a separate key. Choose answer denominators, 10, 20 or 30 questions and optional no-repeat practice.
Preview and downloadStep 3
Calculate with familiar denominators
Start with visual addition and subtraction, then try the numerical version. Work that produces an improper fraction may need extra support.
Fractions
Visual fraction addition
Use equal-part models to see why adding fractions with a shared denominator combines their numerators.
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Fractions
Visual fraction subtraction
Use equal-part models to remove a fractional amount and connect the remaining parts to a subtraction equation.
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Fractions
Add fractions with the same denominator
Add like fractional units within one whole, simplify the total and recognize when the sum makes exactly one.
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Fractions
Subtract fractions with the same denominator
Subtract amounts expressed in the same fractional unit, then simplify the difference without changing its value.
Preview and downloadChoose the next step by readiness
After equal-part reasoning and like-denominator operations are secure, move to unlike denominators and explain every renaming step.
Begin with a short set, review the learner's explanation, and adjust the settings for the next lesson. Advanced options on an activity page may extend beyond this stage.
Decimals for Grade 4
Choose after the relevant decimal places are familiar. Signed subtraction is an optional later step; these settings describe readiness, not a required curriculum.
Compare tenths and hundredths
Use after decimal place value is familiar. Compare three values below one and explain equivalent trailing zeros.
Open this decimal practice →Regroup one whole into tenths
Begin with printed decimal zeros and positive answers. Explain why 5 and 5.0 have the same value.
Open this decimal practice →Order of operations for Grade 4
Choose by the learner's arithmetic readiness. Begin with familiar facts and one grouping level; signed inputs and powers are later options, not a claim of curriculum alignment.
Decide which operation comes first
A teacher-led introduction after multiplication facts and addition/subtraction are secure. Begin with base operations and explain the order aloud.
Open this order-of-operations resource →Count outcomes. Explain the chance.
Probability practice
Choose by readiness with fractions, factors and compound events. These starting points are suggestions based on prerequisites, not claims of country or curriculum alignment.
Count the possible die faces
Use familiar numbers and six equally likely outcomes as a first probability model.
Open this resource →Read a six-sector spinner
Compare repeated labels by counting sectors in two printed diagrams.
Open this resource →Keep the model and definitions clear
Use the introductory sections first; explore conditional probability and trees when ready.
Open this resource →Explain why a method works
Math properties practice
Choose by readiness for the operations and notation shown. Equality rules with variables are enrichment options; these suggestions do not claim alignment with a country or curriculum.
Order or grouping?
Eight questions compare the commutative and associative laws using familiar operations.
Open this resource →Compare the property names
Use the definitions beside practice, including the two names for addition with zero.
Open this resource →Describe shape and direction
Geometry foundations for this stage
These are readiness suggestions for practice, not claims of country or standards alignment.
Sort angles by size
Begin after learners recognize a right angle and can compare degree measures with 90 and 180.
Customize this geometry task →Find lines with the same direction
Use clear rotated examples to decide whether the extended supporting lines will ever meet.
Customize this geometry task →Recognize exact right-angle crossings
Compare perpendicular examples with parallel and oblique pairs, including rotated configurations.
Customize this geometry task →Classify all three line relationships
Distinguish parallel, perpendicular and ordinary oblique intersections in one balanced set.
Customize this geometry task →Read named pairs from one diagram
Use endpoint names and right-angle marks to classify ten pairs drawn in a shared six-line figure.
Customize this geometry task →Measure from a named baseline ray
Align a protractor with the requested left or right starting ray and measure eight angles to the nearest degree.
Customize this geometry task →Construct angles from either side
Use a stated degree and starting ray to draw and label eight new rays above the baseline.
Customize this geometry task →Review triangle facts
Use a fixed two-page reference to connect side classes, angle classes and the 180-degree interior sum.
Customize this geometry task →Draw, plot and explain
Graph paper for this stage
Compare area and perimeter
Join dots to make rectangles and compare their side lengths. Count intervals between dots, not the dots themselves.
Customize this paper →Describe a dataset
Mean, median, mode and range
Find the mode and range
A readiness-based starting point with positive values from 1 to 10. Count repeated observations, then compare the greatest and least.
Customize this practice →Reason with word problems
Choose familiar arithmetic so the learner can focus on the story. These starting points describe readiness; expectations differ between schools and curricula.
Select the relevant information
Keep arithmetic familiar while choosing an operation and setting aside unrelated details.
Open this story practice →Track several changes
Label each intermediate quantity before moving to the next part of a story.
Open this story practice →