Free 5th Grade Math Worksheets
All of the fifth grade math worksheets below are samples from the 5th Grade Math Worksheets Library on our Infinite K-8 Math Worksheet Portal.
Click any of the links below to download the corresponding 5th grade math worksheets and answer key.
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Are you looking for effective and engaging 5th grade math worksheets to share with your students? The Mashup Math 5th Grade Math Worksheets Library included over 300 5th grade math worksheets pdf downloads with complete answer keys that cover key fifth grade math topics including the order of operations, fractions and decimals, geometry, algebra, and word problems. Every worksheet in the library below was specifically designed to meet the needs of fifth grade math students—each worksheet was created to help teachers and parents to give their kids effective and meaningful opportunities to learn math foundational 5th grade math skills. Each pdf worksheet is colorful, engaging, and suitably challenging for students in grade 5.
All of the free 5th grade math worksheets below can be used both in the classroom and at home to give students a chance to practice, learn, explore, and master fifth grade math skills in a way that kids will find to be engaging and fun rather than repetitive and boring. Why is it so important to have your fifth graders work on worksheets that are enjoyable and engaging? Because, if you want your kids to develop an interest in mathematics at an early age (and to pursue careers with math requirements), then getting them hooked on mathematics while they are still in elementary school is key.
Are you wondering what differentiates Mashup Math’s 5th grade math worksheets from other free worksheets available online? What makes our worksheets different is that ours are specifically designed by math teachers to give 5th grade students meaningful opportunities to practice and learn math, engage in meaningful problem-solving and critical thinking, and engage with math in a way that is appropriately challenging to 5th graders. Our 5th grade math worksheets take a quality-over-quantity approach, and we believe that mathematics should never be boring, repetitive, or monotonous.
If you are new to Mashup Math, go ahead and download a few of the sample fifth grade math worksheets from the libraries below and share them with your students either in your classroom or at home. We are confident that your students will love them and, if you want on-demand access to all of our 5th grade math worksheets, then you can sign-up for one year of complete access to our K-8 math worksheet portal, where users can download over 1,000 topic specific math worksheets for grades K-8.
All Mashup Math worksheets are PDF files that are easy to download, print, and/or share on Google Classroom.
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🔒 Build a 4-digit number (B)
▶️ Fill in the missing place value (4-digit numbers) (A)
🔒 Fill in the missing place value (4-digit numbers) (A)
🔒 Build a 5-digit number (B)
▶️ Fill in the missing place value (5-digit numbers) (A)
🔒 Fill in the missing place value (5-digit numbers) (B)
🔒 Build a 6-digit number (B)
▶️ Fill in the missing place value (6-digit numbers) (A)
🔒 Fill in the missing place value (6-digit numbers) (B)
▶️ Write 5-digit numbers in expanded form (A)
🔒 Write 5-digit numbers in expanded form (B)
🔒 Write 5-digit numbers in expanded form (C)
▶️ Comparing numbers using > or < (up to 1 million) (A)
🔒 Comparing numbers using > or < (up to 1 million) (B)
▶️ Ordering numbers (up to 1 million) (A)
🔒 Ordering numbers (up to 1 million) (B)
▶️ Identifying a digit’s place value (to thousands) (A)
▶️ Identifying a digit’s place value (to thousands) (B)
🔒 Identifying a digit’s place value (to thousands) (C)
🔒 Identifying a digit’s place value (to thousands) (D)
🔒 Identifying a digit’s place value (to thousands) (E)
▶️ Blank place value reference chart (ones to thousands)
▶️ Rounding to the nearest 10 (A)
🔒 Rounding to the nearest 10 (B)
▶️ Rounding to the nearest 10 (up to 1000) (A)
🔒 Rounding to the nearest 10 (up to 1000) (B)
▶️ Rounding to the nearest hundred (A)
🔒 Rounding to the nearest hundred (B)
▶️ Rounding to the nearest ten or hundred (A)
🔒 Rounding to the nearest ten or hundred (B)
▶️ Rounding to the nearest hundred (0-1,000) (A)
🔒 Rounding to the nearest hundred (0-1,000) (B)
▶️ Rounding to the nearest hundred (0-10,000) (A)
🔒 Rounding to the nearest hundred (0-10,000) (B)
▶️ Rounding to the nearest thousand (0-10,000) (A)
🔒 Rounding to the nearest thousand (0-10,000) (B)
▶️ Mixed Rounding (tens, hundreds, thousands) (A)
🔒 Mixed Rounding (tens, hundreds, thousands) (B)
🔒 Mixed Rounding (tens, hundreds, thousands) (C)
▶️ Rounding to the nearest ten thousand (up to 1 million) (A)
🔒 Rounding to the nearest ten thousand (up to 1 million) (B)
🔒 Rounding to the nearest ten thousand (up to 1 million) (C)
▶️ Naming and Rounding Decimal Places (A)
🔒 Naming and Rounding Decimal Places (B)
🔒 Comparing fractions (C)
🔒 Comparing fractions (D)
🔒 Comparing fractions (E)
▶️ Compare fractions >, <, or = (common denominators)(A)
🔒 Compare fractions >, <, or = (common denominators)(B)
▶️ Compare fractions >, <, or = (uncommon denominators)(A)
🔒 Compare fractions >, <, or = (uncommon denominators)(B)
▶️ Compare fractions >, <, or = (improper fractions)(A)
🔒 Compare fractions >, <, or = (improper fractions)(B)
▶️ Compare fractions >, <, or = (mixed numbers)(A)
🔒 Compare fractions >, <, or = (mixed numbers)(B)
🔒 Simplifying fractions (B)
🔒 Simplifying fractions (C)
▶️ Simplifying Fractions Extended Practice
▶️ Equivalent fractions - coloring circles
▶️ Equivalent fractions - true or false?
🔒 Equivalent fractions - missing values
▶️ Equivalent fractions practice (A)
🔒 Equivalent fractions practice (B)
🔒 Equivalent fractions practice (C)
▶️ Adding Fractions (common denominators) (A)
🔒 Adding Fractions (common denominators) (B)
▶️ Subtracting Fractions (common denominators) (A)
🔒 Subtracting Fractions (common denominators) (B)
▶️ Adding Fractions (unlike denominators) (A)
🔒 Adding Fractions (unlike denominators) (B)
▶️ Subtracting Fractions (unlike denominators) (A)
🔒 Subtracting Fractions (unlike denominators) (B)
▶️ Mixed Adding/Subtracting Fractions (Unlike Denominators)
🔒 Adding Mixed Numbers (B)
🔒 Adding Mixed Numbers (C)
▶️ Adding Fractions and Mixed Numbers (A)
🔒 Adding Fractions and Mixed Numbers (B)
▶️ Adding Fractions Extended Practice
▶️ Subtracting Mixed Numbers (A)
🔒 Subtracting Mixed Numbers (B)
🔒 Subtracting Mixed Numbers (C)
▶️ Subtracting Mixed Fractions from Whole Numbers (A)
🔒 Subtracting Mixed Fractions from Whole Numbers (B)
▶️ Subtracting Fractions Extended Practice
▶️ Add/Subtract Fractions and Mixed Numbers Extended Practice
▶️ Completing whole numbers w/ fractions (A)
▶️ Completing whole numbers w/ fractions (B)
🔒 Completing whole numbers w/ fractions (C)
🔒 Completing whole numbers w/ fractions (D)
▶️ Converting mixed numbers to fractions (A)
🔒 Converting mixed numbers to fractions (B)
▶️ Converting fractions to mixed numbers (A)
🔒 Converting fractions to mixed numbers (B)
▶️ Multiplying fractions and whole numbers (A)
🔒 Multiplying fractions and whole numbers (B)
▶️ Multiplying Fractions and Whole Numbers Extended Practice
▶️ Multiplying fractions and whole numbers (missing factor) (A)
🔒 Multiplying fractions and whole numbers (missing factor) (B)
▶️ Multiplying fractions (easy) (A)
🔒 Multiplying fractions (easy) (B)
▶️ Multiplying fractions (intermediate) (A)
🔒 Multiplying fractions (intermediate) (B)
▶️ Multiplying fractions (missing factors) (A)
🔒 Multiplying fractions (missing factors) (B)
▶️ Multiplying Fractions by Fractions Extended Practice
▶️ Multiplying improper fractions (A)
🔒 Multiplying improper fractions (B)
▶️ Multiplying fractions by mixed numbers (A)
🔒 Multiplying fractions by mixed numbers (B)
▶️ Multiplying mixed numbers (A)
🔒 Multiplying mixed numbers (B)
▶️ Divide whole numbers by fractions (A)
🔒 Divide whole numbers by fractions (B)
▶️ Divide fractions by whole numbers (A)
🔒 Divide fractions by whole numbers (B)
▶️ Dividing fractions (easy) (A)
🔒 Dividing fractions (easy) (B)
▶️ Dividing fractions (intermediate) (A)
🔒 Dividing fractions (intermediate) (B)
▶️ Dividing Fractions Extended Practice
▶️ Dividing mixed numbers by fractions (A)
🔒 Dividing mixed numbers by fractions (B)
▶️ Dividing mixed numbers by mixed numbers (A)
🔒 Dividing mixed numbers by mixed numbers (B)
▶️ Converting fractions to decimals (A)
🔒 Converting fractions to decimals (B)
🔒 Converting fractions to decimals (C)
▶️ Converting Between Fractions & Decimals Extended Practice
🔒 Converting mixed numbers to decimals (A)
🔒 Converting mixed numbers to decimals (B)
▶️ Comparing decimals >, <, or = (A)
🔒 Comparing decimals >, <, or = (B)
▶️ Adding decimals practice (A)
🔒 Adding decimals practice (B)
🔒 Adding decimals practice (C)
▶️ Decimal addition (missing number) (A)
🔒 Decimal addition (missing number) (B)
▶️ Subtracting decimals practice (A)
🔒 Subtracting decimals practice (B)
🔒 Subtracting decimals practice (C)
▶️ Decimal subtraction (missing number) (A)
🔒 Decimal subtraction (missing number) (B)
🔒 Adding and subtracting decimals (mixed practice)
▶️ Adding and Subtracting Decimals Extended Practice
▶️ Multiply decimals by 10 or 100 (A)
🔒 Multiply decimals by 10 or 100 (B)
▶️ Multiplying Decimals by 10/100/1,000 Extended Practice
🔒 Multiply 3-digit decimals by 10, 100, or 1000
▶️ Missing factors: decimals x 10, 100 or 1,000 (missing factor) (A)
🔒 Missing factors: decimals x 10, 100 or 1,000 (missing factor) (B)
▶️ Multiplying whole numbers by decimals (1-digit)
▶️ Multiplying whole numbers by decimals (2-digit)
🔒 Multiplying whole numbers by decimals (1 and 2-digit)
▶️ Multiplying whole numbers by decimals (missing factor) (A)
🔒 Multiplying whole numbers by decimals (missing factor) (B)
▶️ Multiplying decimals by decimals (A)
🔒 Multiplying decimals by decimals (B)
▶️ Multiplying decimals by decimals (missing factor) (A)
🔒 Multiplying decimals by decimals (missing factor) (B)
🔒 Estimating lengths (Standard)
▶️ Estimating lengths (Metric)
▶️ Comparing weights using > or < (A)
🔒 Comparing weights using > or < (B)
▶️ Comparing capacities using > or < (A)
🔒 Comparing capacities using > or < (B)
▶️ Convert between inches, feet, and yards (A)
🔒 Convert between inches, feet, and yards (B)
▶️ Convert between centimeters, millimeters, and meters (A)
🔒 Convert between centimeters, millimeters, and meters (B)
▶️ Convert between ounces and pounds (A)
🔒 Convert between ounces and pounds (B)
▶️ Convert between kilograms and grams (A)
🔒 Convert between kilograms and grams (B)
▶️ Convert between cups, pints, quarts, and gallons (A)
🔒 Convert between cups, pints, quarts, and gallons (B)
▶️ Convert between liters and milliliters (A)
🔒 Convert between liters and milliliters (B)
🔒 Practice reading a thermometer (Fahrenheit)
▶️ Practice reading a thermometer (Celsius)
▶️ Converting between Fahrenheit and Celsius (A)
🔒 Converting between Fahrenheit and Celsius (B)
🔒 Reading bar graphs (B)
🔒 Reading bar graphs (C)
🔒 Making bar graphs (B)
🔒 Making bar graphs (C)
🔒 Analyzing bar graphs (B)
🔒 Analyzing bar graphs (C)
▶️ Making double bar graphs (A)
🔒 Making double bar graphs (B)
🔒 Making double bar graphs (C)
▶️ Analyzing double bar graphs (A)
🔒 Analyzing double bar graphs (B)
🔒 Analyzing double bar graphs (C)
▶️ Practice with pie charts (A)
▶️ Practice with pie charts (B)
🔒 Practice with pie charts (C)
🔒 Practice with pie charts (D)
🔒 Reading Line Plots (B)
🔒 Reading Line Plots (C)
🔒 Making Line Plots (B)
▶️ Line Plots with Fractions (A)
🔒 Line Plots with Fractions (B)
🔒 Reading Venn Diagrams (B)
🔒 Reading Venn Diagrams (C)
▶️ Blank Venn Diagram (2 circles)
▶️ Blank Venn Diagram (3 circles)
▶️ Making Stem-and-Lead Plots (A)
🔒 Making Stem-and-Lead Plots (B)
▶️ Reading Stem-and-Lead Plots (A)
🔒 Reading Stem-and-Lead Plots (B)
🔒 Drawing line graphs (B)
🔒 Analyzing line graphs (C)
🔒 Analyzing line graphs (D)
▶️ Drawing Double Line Graphs (A)
🔒 Drawing Double Line Graphs (B)
▶️ Analyzing Double Line Graphs (A)
🔒 Analyzing Double Line Graphs (B)
🔒 Analyzing Double Line Graphs (C)
▶️ Probability diagrams with questions (A)
🔒 Probability diagrams with questions (B)
🔒 Probability diagrams with questions (C)
▶️ Probability Practice: Spinning Wheel
🔒 Probability Practice: Playing Cards
🔒 Probability Practice: Dart Board
🔒 Probability Practice: Lottery
▶️ Practice with Mean, Median, and Mode (A)
🔒 Practice with Mean, Median, and Mode (B)
🔒 Practice with Mean, Median, and Mode (C)
🔒 Practice with Mean, Median, and Mode (D)
▶️ Identifying prime numbers (A)
🔒 Identifying prime numbers (B)
▶️ Identifying perfect squares (A)
🔒 Identifying perfect squares (B)
▶️ Factoring numbers (up to 50) (A)
▶️ Factoring numbers (up to 50) (B)
🔒 Factoring numbers (up to 50) (C)
🔒 Factoring numbers (up to 50) (D)
▶️ Factoring numbers (up to 100) (A)
🔒 Factoring numbers (up to 100) (B)
🔒 Factoring numbers (up to 100) (C)
▶️ Finding Greatest Common Factor (GCF) (A)
🔒 Finding Greatest Common Factor (GCF) (B)
▶️ Finding Least Common Multiple (LCM) (A)
🔒 Finding Least Common Multiple (LCM) (B)
🔒 Prime factor trees (B)
🔒 Prime factor trees (C)
▶️ Identifying prime factors (up to 50) (A)
🔒 Identifying prime factors (up to 50) (B)
🔒 Identifying prime factors (up to 50) (C)
▶️ Identifying prime factors (up to 100) (A)
🔒 Identifying prime factors (up to 100) (B)
🔒 Identifying prime factors (up to 100) (C)
▶️ Practice with square roots (A)
🔒 Practice with square roots (B)
🔒 Practice with square roots (C)
▶️ Estimating Square Roots of Non-Perfect Squares (A)
🔒 Estimating Square Roots of Non-Perfect Squares (B)
🔒 Writing exponents (B)
🔒 Evaluating exponents (B)
🔒 Powers of 10 (B)
▶️ Multiplying Exponents with the Same Base (A)
🔒 Multiplying Exponents with the Same Base (B)
▶️ Dividing Exponents with the Same Base (A)
🔒 Dividing Exponents with the Same Base (B)
🔒 Power to a Power (B)
▶️ Practice with Scientific Notation (A)
🔒 Practice with Scientific Notation (B)
🔒 Practice with Scientific Notation (C)
▶️ Naming Three-Dimensional Shapes
▶️ Drawing lines of symmetry (A)
🔒 Drawing lines of symmetry (B)
🔒 Find the perimeter (B)
🔒 Find the perimeter (C)
▶️ Find the area of each rectangle (A)
🔒 Find the area of each rectangle (B)
🔒 Find the area of each rectangle (C)
▶️ Draw the figure given the area (using a grid) (A)
🔒 Draw the figure given the area (using a grid) (B)
🔒 Draw the figure given the area (using a grid) (C)
▶️ Find area/perimeter of irregular rectangular shapes (A)
🔒 Find area/perimeter of irregular rectangular shapes (B)
🔒 Find area/perimeter of irregular rectangular shapes (C)
▶️ Exploring area and perimeter using cheez-its (pdf guide)
↪ Activity Tutorial Video Link
▶️ Classifying lines, line segments, and rays (A)
🔒 Classifying lines, line segments, and rays (B)
▶️ Classifying angles: right, acute, or obtuse (A)
🔒 Classifying angles: right, acute, or obtuse (B)
▶️ Classifying parallel and perpendicular lines (A)
🔒 Classifying parallel and perpendicular lines (B)
▶️ Estimating angle measures (A)
▶️ Estimating angle measures (B)
🔒 Classifying Triangles (B)
▶️ Find area of right triangles (A)
🔒 Find area of right triangles (B)
🔒 Find area of triangles (B)
▶️ Find area of parallelograms (A)
🔒 Find area of parallelograms (B)
▶️ Find area of trapezoids (A)
🔒 Find area of trapezoids (B)
▶️ Classifying Quadrilaterals (A)
🔒 Classifying Quadrilaterals (B)
▶️ Measure angles using a protractor (A)
🔒 Measure angles using a protractor (B)
▶️ Find the circumference of a circle (A)
🔒 Find the circumference of a circle (B)
▶️ Find the area of a circle (A)
🔒 Find the area of a circle (B)
▶️ Drawing lines of symmetry (A)
🔒 Drawing lines of symmetry (B)
▶️ Find the volume of a rectangular prism (A)
🔒 Find the volume of a rectangular prism (B)
▶️ Find the surface area of a rectangular prism (A)
🔒 Find the surface area of a rectangular prism (B)
▶️ Plotting Points (All Quadrants) (A)
🔒 Plotting Points (All Quadrants) (B)
▶️ Reading Points (All Quadrants) (A)
🔒 Reading Points (All Quadrants) (B)
▶️ Pokémon Coordinate Points Activity
▶️ Translations on the coordinate plane (A)
🔒 Translations on the coordinate plane (B)
▶️ Rotations on the coordinate plane (A)
🔒 Rotations on the coordinate plane (B)
▶️ Reflections on the coordinate plane (A)
🔒 Reflections on the coordinate plane (B)
▶️ Dilations on the coordinate plane (A)
🔒 Dilations on the coordinate plane (B)
▶️ Blank Number Lines (positives and negatives)
▶️ Adding 3 numbers in columns (A)
🔒 Adding 3 numbers in columns (B)
▶️ Adding 4 numbers in columns (A)
🔒 Adding 4 numbers in columns (B)
▶️ Adding 5 numbers in columns (A)
🔒 Adding 5 numbers in columns (B)
▶️ Addition practice: add to the next ten
▶️ Addition practice: adding whole tens
▶️ Addition: fill in the missing number (up to 10)
▶️ Addition: fill in the missing number (up to 20)
🔒 Addition: fill in the missing number (up to 100)
▶️ Adding single-digit numbers
▶️ Adding double-digit numbers (A)
🔒 Adding double-digit numbers (B)
▶️ Adding triple-digit numbers
▶️ Adding one and two-digit numbers (A)
🔒 Adding one and two-digit numbers (B)
▶️ Adding whole tens (3 addends) (A)
🔒 Adding whole tens (3 addends) (B)
▶️ Adding whole hundreds (2 addends) (A)
🔒 Adding whole hundreds (2 addends) (B)
▶️ Adding whole hundreds (3 addends) (A)
🔒 Adding whole hundreds (3 addends) (B)
▶️ Adding whole thousands and hundreds (A)
🔒 Adding whole thousands and hundreds (B)
▶️ Adding two four-digit numbers (vertical)
▶️ Adding three four-digit numbers (vertical)
▶️ Mixed addition and subtraction (single-digit)
▶️ Mixed addition and subtraction (2-digit) A
🔒 Mixed addition and subtraction (2-digit) B
▶️ Mixed addition and subtraction (3-digit)
▶️ Complete whole thousands (A)
🔒 Complete whole thousands (B)
▶️ Adding 4-digit numbers (vertical)
🔒 Adding 5-digit numbers (vertical)
▶️ Adding 5 and 6-digit numbers (vertical)
▶️ Simple subtraction: single-digit (large font) (A)
🔒 Simple subtraction: single-digit (large font) (B)
▶️ Vertical subtraction (to 10)
▶️ Vertical subtraction (to 20)
▶️ Vertical subtraction (to 50)
▶️ Vertical subtraction (to 100)
▶️ Subtraction: fill in the missing number (up to 10)
▶️ Subtraction: fill in the missing number (up to 20)
▶️ Subtraction: fill in the missing number (up to 100)
▶️ Subtracting single-digit numbers
▶️ Subtracting double-digit numbers (A)
🔒 Subtracting double-digit numbers (B)
▶️ Subtracting triple-digit numbers
🔒 Practice subtracting 9
▶️ Subtracting whole tens from 2-digit numbers (A)
🔒 Subtracting whole tens from 2-digit numbers (B)
▶️ Subtracting whole tens from 3-digit numbers (A)
🔒 Subtracting whole tens from 3-digit numbers (B)
▶️ Subtracting whole hundreds from 3-digit numbers (A)
🔒 Subtracting whole hundreds from 3-digit numbers (B)
▶️ Subtracting 3-digit numbers (vertical) (A)
🔒 Subtracting 3-digit numbers (vertical) (B)
▶️ Subtracting 4-digit numbers (vertical) (A)
🔒 Subtracting 4-digit numbers (vertical) (B)
▶️ Subtract by borrowing over two zeros
▶️ Subtract by borrowing over three zeros
▶️ Subtraction practice: subtract to the next ten
▶️ Subtraction practice: subtracting whole tens
▶️ Practice subtracting large numbers (A)
🔒 Practice subtracting large numbers (B)
▶️ Subtracting large numbers (missing number) (A)
🔒 Subtracting large numbers (missing number) (B)
▶️ Multiplication chart (times tables to 12) - blank
▶️ Multiplication chart (times tables to 12) - completed
↪ Follow-Along Times Table Chart Video Link
▶️ Multiplication practice by 5’s and 10’s (A)
🔒 Multiplication practice by 5’s and 10’s (B)
▶️ Multiplication table practice (1-12) w/ missing factors (A)
🔒 Multiplication table practice (1-12) w/ missing factors (B)
▶️ Multiplying using arrays (A)
🔒 Multiplying using arrays (B)
🔒 Multiplying using arrays (C)
▶️ Multiplying double-digit numbers (A)
▶️ Multiplying double-digit numbers (B)
🔒 Multiplying double-digit numbers (C)
▶️ Mixed multiplication practice (0-12) (A)
▶️ Mixed multiplication practice (0-12) (B)
🔒 Mixed multiplication practice (0-12) (C)
🔒 Mixed multiplication practice (0-12) (D)
🔒 Mixed multiplication practice (0-12) (E)
🔒 Mixed multiplication practice (0-12) (F)
▶️ Multiplication practice - missing factors (0-5) (A)
🔒 Multiplication practice - missing factors (0-5) (B)
▶️ Multiplication practice - missing factors (6-10) (A)
🔒 Multiplication practice - missing factors (6-10) (B)
▶️ Multiplication practice - missing factors (8-12) (A)
🔒 Multiplication practice - missing factors (8-12) (B)
▶️ Multiplying whole tens by whole tens (A)
🔒 Multiplying whole tens by whole tens (B)
▶️ Multiplying whole tens by whole hundreds (A)
🔒 Multiplying whole tens by whole hundreds (B)
▶️ Multiplying whole tens by whole thousands (A)
🔒 Multiplying whole tens by whole thousands (B)
▶️ Multiplying whole hundreds by 1-digit numbers (A)
🔒 Multiplying whole hundreds by 1-digit numbers (B)
▶️ Column multiplication: 2-digit by 1-digit (A)
🔒 Column multiplication: 2-digit by 1-digit (B)
▶️ Column multiplication: 3-digit by 1-digit (A)
🔒 Column multiplication: 3-digit by 1-digit (B)
▶️ Column multiplication: 4-digit by 1-digit (A)
🔒 Column multiplication: 4-digit by 1-digit (B)
▶️ Multiplying 4-digit numbers by 1-digit numbers
▶️ Multiplying 5-digit numbers by 1-digit numbers
🔒 Multiplying 3-digit numbers by 2-digit numbers
▶️ Multiplying 4-digit numbers by 2-digit numbers
🔒 Multiplying 3-digit numbers by 3-digit numbers
▶️ Multiplying 4-digit numbers by 3-digit numbers
▶️ Commutative property of Multiplication (A)
🔒 Commutative property of Multiplication (B)
▶️ Associative property of Multiplication (A)
🔒 Associative property of Multiplication (B)
▶️ Distributive property of Multiplication (A)
🔒 Distributive property of Multiplication (B)
▶️ Multiplying in parts (distributive property) (A)
🔒 Multiplying in parts (distributive property) (B)
▶️ Dividing single-digit numbers (mixed)
▶️ Division facts practice (0-10) (A)
🔒 Division facts practice (0-10) (B)
▶️ Division facts practice (0-12) (A)
🔒 Division facts practice (0-12) (B)
▶️ Dividing double-digit numbers (A)
🔒 Dividing double-digit numbers (B)
🔒 Dividing double-digit numbers (C)
▶️ Find the missing dividend/divisor (1-12) (A)
🔒 Find the missing dividend/divisor (1-12) (B)
🔒 Find the missing dividend/divisor (1-12) (C)
🔒 Dividing by whole tens (B)
▶️ Dividing by whole hundreds (A)
🔒 Dividing by whole hundreds (B)
▶️ Dividing 3 or 4-digit numbers by 1-digit numbers (A)
🔒 Dividing 3 or 4-digit numbers by 1-digit numbers (B)
▶️ Mixed multiplication and division (A)
🔒 Mixed multiplication and division (B)
▶️ Long division practice (divisors 1-12) (no remainder) (A)
▶️ Long division practice (divisors 1-12) (no remainder) (B)
🔒 Long division practice (divisors 1-12) (no remainder) (C)
🔒 Long division practice (divisors 1-12) (no remainder) (D)
▶️ Long division practice (divisors 1-12) (possible remainder) (A)
▶️ Long division practice (divisors 1-12) (possible remainder) (B)
🔒 Long division practice (divisors 1-12) (possible remainder) (C)
🔒 Long division practice (divisors 1-2) (possible remainder) (D)
▶️ Long division with remainders (divisors 10-25) (A)
🔒 Long division with remainders (divisors 10-25) (B)
▶️ Long division with remainders (divisors 10-99) (A)
🔒 Long division with remainders (divisors 10-99) (B)
▶️ Long Division Quick Practice (1 and 2-digit divisors) (A)
▶️ Long Division Quick Practice (1 and 2-digit divisors) (B)
🔒 Long Division Quick Practice (1 and 2-digit divisors) (C)
🔒 Long Division Quick Practice (1 and 2-digit divisors) (D)
▶️ Long division estimation (multiple choice) (A)
🔒 Long division estimation (multiple choice) (B)
▶️ Division practice: missing dividend/divisor (A)
🔒 Division practice: missing dividend/divisor (B)
🔒 Division practice: missing dividend/divisor (C)
▶️ Using division to find missing factors (A)
🔒 Using division to find missing factors (B)
🔒 Using division to find missing factors (C)
▶️ Adding/Subtracting 3 numbers (w/ parenthesis) (A)
🔒 Adding/Subtracting 3 numbers (w/ parenthesis) (B)
▶️ Adding/Subtracting 4 numbers (w/ parenthesis) (A)
🔒 Adding/Subtracting 4 numbers (w/ parenthesis) (B)
▶️ Adding/Subtracting 5 numbers (w/ parenthesis) (A)
🔒 Adding/Subtracting 5 numbers (w/ parenthesis) (B)
▶️ Adding/Subtracting 6 numbers (w/ parenthesis) (A)
🔒 Adding/Subtracting 6 numbers (w/ parenthesis) (B)
▶️ Adding/Subtracting/Multiply (no parenthesis) (3-4 numbers)
▶️ Adding/Subtracting/Multiply (w/parenthesis) (3-4 numbers)
▶️ Adding/Subtracting/Multiply (no parenthesis) (5-6 numbers)
🔒 Adding/Subtracting/Multiply (w/parenthesis) (5-6 numbers)
▶️ Extra practice (order of operations up to 6 terms) (A)
🔒 Extra practice (order of operations up to 6 terms) (B)
▶️ Extra practice (order of operations up to 6 terms) (C)
▶️ Practice: Order of Operations with Exponents (A)
▶️ Practice: Order of Operations with Exponents (B)
🔒 Practice: Order of Operations with Exponents (C)
🔒 Practice: Order of Operations with Exponents (D)
▶️ Practice: Order of Operations with Nested Parenthesis (A)
▶️ Practice: Order of Operations with Nested Parenthesis (B)
🔒 Practice: Order of Operations with Nested Parenthesis (C)
▶️ Comparing integers using > or < (A)
🔒 Comparing integers using > or < (B)
🔒 Ordering integers (B)
▶️ Integers on the number line (A)
🔒 Integers on the number line (B)
🔒 Integers on the number line (C)
▶️ Adding integers (2-terms) (A)
🔒 Adding integers (2-terms) (B)
▶️ Adding integers (3-terms) (A)
🔒 Adding integers (3-terms) (B)
▶️ Subtracting integers (numbers to 25) (A)
🔒 Subtracting integers (numbers to 25) (B)
▶️ Subtracting integers (numbers to 100) (A)
🔒 Subtracting integers (numbers to 100) (B)
▶️ Add/Subtract Integers Using a Number Line (A)
🔒 Add/Subtract Integers Using a Number Line (B)
🔒 Add/Subtract Integers Using a Number Line (C)
🔒 Multiplying integers (B)
▶️ Multiplying integers (whole tens) (A)
🔒 Multiplying integers (whole tens) (B)
▶️ Multiplying integers (missing factors) (A)
🔒 Multiplying integers (missing factors) (B)
🔒 Dividing integers (B)
▶️ Dividing integers (whole tens) (A)
🔒 Dividing integers (whole tens) (B)
▶️ Dividing integers (missing factors) (A)
🔒 Dividing integers (missing factors) (B)
▶️ Mixed multiplying and dividing integers (A)
🔒 Mixed multiplying and dividing integers (B)
▶️ Practice with Absolute Values (A)
🔒 Practice with Absolute Values (B)
🔒 Practice with Absolute Values (C)
▶️ Writing algebraic expressions (one step) (A)
▶️ Writing algebraic expressions (one step) (B)
🔒 Writing algebraic expressions (one step) (C)
▶️ Writing algebraic expressions (one or two step) (A)
▶️ Writing algebraic expressions (one or two step) (B)
🔒 Writing algebraic expressions (one or two step) (C)
▶️ Evaluating expressions (add/subtract) (one variable) (A)
🔒 Evaluating expressions (add/subtract) (one variable) (B)
▶️ Evaluating expressions (multiply/divide) (one variable) (A)
🔒 Evaluating expressions (multiply/divide) (one variable) (B)
▶️ Evaluating expressions (4 operations) (one variable) (A)
🔒 Evaluating expressions (4 operations) (one variable) (B)
▶️ Evaluating expressions (w/ exponents) (one variable) (A)
🔒 Evaluating expressions (w/ exponents) (one variable) (B)
▶️ Evaluating expressions (add/subtract) (two variables) (A)
🔒 Evaluating expressions (add/subtract) (two variables) (B)
▶️ Evaluating expressions (multiply/divide) (two variables) (A)
🔒 Evaluating expressions (multiply/divide) (two variables) (B)
▶️ Evaluating expressions (4 operations) (two variables) (A)
🔒 Evaluating expressions (4 operations) (two variables) (B)
▶️ Evaluating expressions (w/ exponents) (two variables) (A)
🔒 Evaluating expressions (w/ exponents) (two variables) (B)
▶️ Simplifying expressions (combine like terms) (A)
🔒 Simplifying expressions (combine like terms) (B)
🔒 Simplifying expressions (combine like terms) (C)
▶️ Solving one-step algebraic equations (add/subtract) (A)
🔒 Solving one-step algebraic equations (add/subtract) (B)
▶️ Solving one-step algebraic equations (multiply/divide) (A)
🔒 Solving one-step algebraic equations (multiply/divide) (B)
▶️ Solving one-step algebraic equations (4 operations) (A)
🔒 Solving one-step algebraic equations (4 operations) (B)
🔒 Solving one-step algebraic equations (4 operations) (C)
▶️ Solving two-step algebraic equations (A)
🔒 Solving two-step algebraic equations (B)
🔒 Solving two-step algebraic equations (C)
▶️ Solving 2-sided algebraic equations (A)
🔒 Solving 2-sided algebraic equations (B)
🔒 Solving 2-sided algebraic equations (C)
▶️ Completing two variable equation tables (A)
🔒 Completing two variable equation tables (B)
🔒 Completing two variable equation tables (C)
▶️ Solving one-step inequalities (A)
🔒 Solving one-step inequalities (B)
▶️ Solving two-step inequalities (A)
🔒 Solving two-step inequalities (B)
▶️ Writing equations using tables (A)
🔒 Writing equations using tables (B)
🔒 Writing equations using tables (C)
▶️ Addition word problems (3-digit)
▶️ Subtraction word problems (2-digit) B
▶️ Subtraction word problems (2-digit)
▶️ Mixed addition and subtraction word problems (A)
🔒 Mixed addition and subtraction word problems (B)
🔒 Mixed addition and subtraction word problems (C)
▶️ Multiplication word problems (single-digit)
▶️ Multiplication word problems (double-digit) (A)
🔒 Multiplication word problems (double-digit) (B)
▶️ Division word problems (basic) (A)
▶️ Division word problems (basic) (B)
🔒 Division word problems (basic) (C)
🔒 Division word problems (basic) (D)
▶️ Division word problems (intermediate) (A)
▶️ Division word problems (intermediate) (B)
🔒 Division word problems (intermediate (C)
🔒 Division word problems (intermediate) (D)
▶️ Division word problems (advanced) (A)
▶️ Division word problems (advanced) (B)
🔒 Division word problems (advanced) (C)
🔒 Division word problems (advanced) (D)
▶️ Mixed multiplication and division word problems (A)
▶️ Mixed multiplication and division word problems (B)
🔒 Mixed multiplication and division word problems (C)
🔒 Mixed multiplication and division word problems (D)
▶️ Mixed 4 operations word problems (A)
🔒 Mixed 4 operations word problems (B)
🔒 Mixed 4 operations word problems (C)
▶️ Shopping word problems (money counting) (A)
🔒 Shopping word problems (money counting) (B)
🔒 Shopping word problems (money counting) (C)
🔒 Time word problems (B)
🔒 Time word problems (C)
▶️ Estimation and rounding word problems
▶️ Measurement word problems (in, ft, and yds) (A)
🔒 Measurement word problems (in, ft, and yds) (B)
▶️ Measurement word problems (cm, mm, and m) (A)
🔒 Measurement word problems (cm, mm, and m) (B)
▶️ Length word problems (in inches) (A)
🔒 Length word problems (in inches) (B)
▶️ Length word problems (in centimeters) (A)
🔒 Length word problems (in centimeters) (B)
▶️ Adding/Subtracting decimals word problems (A)
🔒 Adding/Subtracting decimals word problems (B)
🔒 Adding/Subtracting decimals word problems (C)
▶️ Adding/Subtracting fractions word problems (A)
🔒 Adding/Subtracting fractions word problems (B)
▶️ Adding/Subtracting fractions word problems (easy) (C)
🔒 Adding/Subtracting fractions word problems (advanced) (D)
▶️ Multiplying fractions by whole numbers word problems (A)
🔒 Multiplying fractions by whole numbers word problems (B)
▶️ Fractions and expressions word problems (A)
🔒 Fractions and expressions word problems (B)
▶️ Variables and expressions word problems (A)
🔒 Variables and expressions word problems (B)
🔒 Variables and expressions word problems (C)
▶️ Variables and equations word problems (A)
🔒 Variables and equations word problems (B)
🔒 Variables and equations word problems (C)
🔒 GCF/LCM Word Problems (B)
▶️ Area of a circle word problems (A)
🔒 Area of a circle word problems (B)
▶️ Circumference of a circle word problems (A)
🔒 Circumference of a circle word problems (B)
▶️ Area and perimeter of a rectangle word problems (A)
🔒 Area and perimeter of a rectangle word problems (B)
▶️ Volume of rectangular prism word problems (A)
🔒 Volume of rectangular prism word problems (B)
🔒 Volume of rectangular prism word problems (C)
▶️ Multi-step Word Problem: Snappy Rental Car
▶️ Multi-step Word Problem: Neil’s Square Paper
🔒 Multi-step Word Problem: Lilly Goes Shopping
🔒 Multi-step Word Problem: Pumpkins and Watermelons
🔒 Multi-step Word Problem: Alejandro’s Rock Collection
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Your Students Will Love Mashup Math 5th Grade Math Worksheets
After sharing a few of the sample worksheets from our 5th grade math worksheets topic libraries, you will see why our worksheets are so effective for helping 5th graders to practice, learn, and explore key math topics and skills. We know that you have plenty of options when it comes to free fifth grade math worksheets, but we are extremely confident that once you give our sample worksheets a try, you will see what sets ours apart and why they are loved by 5th grade students. The key difference is that, unlike most free math worksheets that you will find online, our worksheets are not focused on having students perform mathematics in an overly repetitive and procedural way that does not require critical thinking or creative problem solving. Rather, our 5th grade math worksheets give students the opportunity to practice and learn math in a fun and engaging way that will help them to develop their skills and become deeply interested in mathematics while they are still at the elementary level.
If you are new to Mashup Math and our fun learning activities, we recommend sharing a few of our free sample 5th grade math worksheets with your students in your classroom or at home to learn firsthand why they are so beloved by students. For starters, you will see that our quality-over-quantity focus leads to deep and meaningful engagement from students and that they never get bored or mentally checked-out. By sharing math resources that are enjoyable, engaging, and fun, you are setting your students up to learn to love math and to develop strong skills and a positive attitude for learning math.
Mashup Math 5th Grade Math Worksheets are focused on helping students to use critical thinking to develop deep understanding of math topics and skills.
If you are ready to start using our 5th grade math worksheets with your students, here are a few suggestions for how you can use them to supplement and support your instruction:
primary practice of a new math skill
give students more practice
warm-up or bellringer activities
cool-down or exit ticket activities
homework or extra credit assignments
independent learning
assessments (quizzes, tests, etc.)
In any of the above applications, Mashup Math’s 5th grade math worksheets are an awesome and effective resource. No matter how you choose to use the worksheets, you will be giving students an opportunity to practice and learn math in way that is fun, engaging, and appropriately challenging. Such opportunities are key if you want your students to engage in deep mathematical thinking and to develop meaningful connections and understandings in whatever topic you are currently teaching.
In conclusion, every math teacher can benefit from having access to high-quality worksheets, but not all worksheets are created the same. When you choose worksheets that prioritize engagement, critical thinking, and meaningful practice over memorization and repetition, you are helping your students to develop a positive attitude about learning math and to develop strong math skills that they will surely need if they want to be successful in mathematics at the high school level and beyond.
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