πŸ™‹ Pick a learner

πŸ”’ Grade 4 Math

🏁 96 levels · Grade 4

World 1 Β· πŸ”οΈ Place Value Peaks

1Thousands Review
πŸ”’Ten Thousands and Hundred Thousands
πŸ”’Read and Write Big Numbers
πŸ”’Expanded Form
πŸ”’Ten Times as Much
πŸ”’Same Digit, Different Place
πŸ”’Compare with > and <
πŸ”’Order Up to Five Numbers
πŸ”’Round to the Nearest Thousand
πŸ”’Round to Ten Thousands and Hundred Thousands
🏰Castle 1

World 2 Β· πŸŒ‰ Big Number Bridge

πŸ”’Add by Place Value
πŸ”’Regroup More Than Once
πŸ”’Subtract by Place Value
πŸ”’Subtract Across Zeros
πŸ”’Choose a Strategy
πŸ”’Is It Reasonable?
πŸ”’A Letter for the Unknown
πŸ”’Multi-Step Story Problems
πŸ”’Questions from Data
🏰Castle 2

World 3 · 🏭 Multiplication Mill

πŸ”’Times as Many
πŸ”’Times as Many or How Many More?
πŸ”’Comparisons with an Unknown
πŸ”’Multiply by 10, 100, and 1,000
πŸ”’Multiples of 10, 100, and 1,000
πŸ”’Area Models
πŸ”’Bigger Numbers Times One Digit
πŸ”’Two Digits Times Two Digits
πŸ”’Multiplication Story Problems
🏰Castle 3

World 4 · 🚚 Division Depot

πŸ”’Divide by 10 and 100
πŸ”’Divide Multiples of 10, 100, and 1,000
πŸ”’Remainders
πŸ”’Break Apart to Divide
πŸ”’Three- and Four-Digit Dividends
πŸ”’What Does the Remainder Mean?
πŸ”’A Letter for the Unknown
πŸ”’Multi-Step Problems
🏰Castle 4

World 5 · 🧩 Pattern and Factor Garden

πŸ”’Patterns from a Rule
πŸ”’What Else Do You Notice?
πŸ”’Growing Shape Patterns
πŸ”’Term Numbers
πŸ”’Input-Output Tables
πŸ”’Two-Step Rules
πŸ”’Factor Pairs
πŸ”’Every Factor Pair
πŸ”’Multiples
πŸ”’Factors and Multiples Together
πŸ”’Prime and Composite
🏰Castle 5

World 6 Β· πŸ₯§ Fraction Bakery

πŸ”’Fractions Review
πŸ”’Equivalent Fractions with Models
πŸ”’Multiply by a Fraction for One
πŸ”’Equivalent Fractions Greater Than One
πŸ”’Same Denominator, Same Numerator
πŸ”’Compare with Benchmarks
πŸ”’Make Them Match to Compare
πŸ”’Sums of Unit Fractions
πŸ”’Break Apart a Fraction
πŸ”’Mixed Numbers
πŸ”’Add and Subtract Like Fractions
πŸ”’Add and Subtract Mixed Numbers
🏰Castle 6

World 7 Β· πŸͺ™ Decimal Dock

πŸ”’Tenths and Hundredths
πŸ”’Tenths Are Hundredths Too
πŸ”’Add Tenths and Hundredths
πŸ”’Decimal Notation
πŸ”’Decimals Greater Than One and Money
πŸ”’Decimals on a Number Line
πŸ”’Compare Decimals
🏰Castle 7

World 8 Β· πŸ“ Measure Lab

πŸ”’Metric Length
πŸ”’Mass and Liquid Volume
πŸ”’Bigger Units in Smaller Units
πŸ”’Smaller Units in Bigger Units
πŸ”’Measurement Story Problems
πŸ”’Hours, Minutes, and Seconds
πŸ”’Elapsed Time to the Minute
πŸ”’Measure to the Eighth Inch
πŸ”’Dot Plots with Fractions
πŸ”’Questions from Graphs
🏰Castle 8

World 9 Β· πŸ“ Angle and Shape Studio

πŸ”’Points, Lines, Segments, and Rays
πŸ”’Parallel and Perpendicular Lines
πŸ”’What Is an Angle?
πŸ”’Angles in a Circle
πŸ”’Measure with a Protractor
πŸ”’Make an Angle
πŸ”’Lines of Symmetry
πŸ”’Classify Triangles
πŸ”’Classify Polygons
πŸ”’Area and Perimeter of Composite Rectangles
🏰Castle 9

πŸ† Grand Finale

πŸ†Grand Finale
πŸ‘ͺ For grown-ups & course curriculum

This path follows Georgia's K-12 Mathematics Standards for Grade 4. Each level takes about 15 minutes. A level is passed with 4 of 5 right on its check (castles: 8 of 10). Progress is saved on this device. A grown-up can save it to their account from the grown-ups' page.

Georgia's K-12 Mathematics Standards covered in Grade 4 Math

  • 4.NR.1.10/4

    Read and write multi-digit whole numbers to the hundred-thousands place using base-ten numerals and expanded form.

  • 4.NR.1.20/4

    Recognize and show that a digit in one place has a value ten times greater than what it represents in the place to its right and extend this understanding to determine the value of a digit when it is shifted to the left or right, based on the relationship between multiplication and division.

  • 4.NR.1.30/2

    Use place value reasoning to represent, compare, and order multi-digit numbers, using >, =, and < symbols to record the results of comparisons.

  • 4.NR.1.40/3

    Use place value understanding to round multi-digit whole numbers.

  • 4.NR.2.10/6

    Fluently add and subtract multi-digit numbers to solve practical, mathematical problems using place value understanding, properties of operations, and relationships between operations.

  • 4.NR.2.20/3

    Interpret, model, and solve problems involving multiplicative comparison.

  • 4.NR.2.30/6

    Solve relevant problems involving multiplication of a number with up to four digits by a 1-digit whole number or involving multiplication of two two-digit numbers using strategies based on place value and the properties of operations. Illustrate and explain the calculation by using equations, rectangular arrays, and/or area models.

  • 4.NR.2.40/6

    Solve authentic division problems involving up to 4-digit dividends and 1- digit divisors (including whole number quotients with remainders) using strategies based on place-value understanding, properties of operations, and the relationships between operations.

  • 4.NR.2.50/6

    Solve multi-step problems using addition, subtraction, multiplication, and division involving whole numbers. Use mental computation and estimation strategies to justify the reasonableness of solutions.

  • 4.PAR.3.10/5

    Generate both number and shape patterns that follow a provided rule.

  • 4.PAR.3.20/3

    Use input-output rules, tables, and charts to represent and describe patterns, find relationships, and solve problems.

  • 4.PAR.3.30/4

    Find factor pairs in the range 1–100 and find multiples of single-digit numbers up to 100.

  • 4.PAR.3.40/1

    Identify composite numbers and prime numbers and explain the relationship with the factor pairs.

  • 4.NR.4.10/5

    Using concrete materials, drawings, and number lines, demonstrate and explain the relationship between equivalent fractions, including fractions greater than one, and explain the identity property of multiplication as it relates to equivalent fractions. Generate equivalent fractions using these relationships.

  • 4.NR.4.20/1

    Compare two fractions with the same numerator or the same denominator by reasoning about their size and recognize that comparisons are valid only when the two fractions refer to the same whole.

  • 4.NR.4.30/2

    Compare two fractions with different numerators and/or different denominators by flexibly using a variety of tools and strategies and recognize that comparisons are valid only when the two fractions refer to the same whole.

  • 4.NR.4.40/1

    Represent whole numbers and fractions as the sum of unit fractions.

  • 4.NR.4.50/1

    Represent a fraction as a sum of fractions with the same denominator in more than one way, recording with an equation.

  • 4.NR.4.60/3

    Add and subtract fractions and mixed numbers with like denominators using a variety of tools.

  • 4.NR.5.10/3

    Demonstrate and explain the concept of equivalent fractions with denominators of 10 and 100, using concrete materials and visual models. Add two fractions with denominators of 10 and 100.

  • 4.NR.5.20/3

    Represent, read, and write fractions with denominators of 10 or 100 using decimal notation, and decimal numbers to the hundredths place as fractions, using concrete materials and drawings.

  • 4.NR.5.30/2

    Compare two decimal numbers to the hundredths place by reasoning about their size. Record the results of comparisons with the symbols >, =, or <, and justify the conclusions.

  • 4.MDR.6.10/7

    Use the four operations to solve problems involving elapsed time to the nearest minute, intervals of time, metric measurements of liquid volumes, lengths, distances, and masses of objects, including problems involving fractions with like denominators, and also problems that require expressing measurements given in a larger unit in terms of a smaller unit, and expressing a smaller unit in terms of a larger unit based on the idea of equivalence.

  • 4.MDR.6.20/3

    Ask questions and answer them based on gathered information, observations, and appropriate graphical displays to solve problems relevant to everyday life.

  • 4.MDR.6.30/2

    Create dot plots to display a distribution of numerical (quantitative) measurement data.

  • 4.GSR.7.10/2

    Recognize angles as geometric shapes formed when two rays share a common endpoint. Draw right, acute, and obtuse angles based on the relationship of the angle measure to 90 degrees.

  • 4.GSR.7.20/2

    Measure angles in reference to a circle with the center at the common endpoint of two rays. Determine an angle’s measure in relation to the 360 degrees in a circle through division or as a missing factor problem.

  • 4.GSR.8.10/4

    Explore, investigate, and draw points, lines, line segments, rays, angles (right, acute, obtuse), perpendicular lines, parallel lines, and lines of symmetry. Identify these in two-dimensional figures.

  • 4.GSR.8.20/2

    Classify, compare, and contrast polygons based on lines of symmetry, the presence or absence of parallel or perpendicular line segments, or the presence or absence of angles of a specified size and based on side lengths.

  • 4.GSR.8.30/1

    Solve problems involving area and perimeter of composite rectangles involving whole numbers with known side lengths.

πŸ—ΊοΈ All 96 levels in Grade 4 Math

πŸ† Grand Finale