
MathScore EduFighter is one of the best math games on the Internet today. You can start playing for free! Arizona Math Standards  3rd GradeMathScore aligns to the Arizona Math Standards for 3rd Grade. The standards appear below along with the MathScore topics that match. If you click on a topic name, you will see sample problems at varying degrees of difficulty that MathScore generated. When students use our program, the difficulty of the problems will automatically adapt based on individual performance, resulting in not only true differentiated instruction, but a challenging gamelike experience.
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Number Sense and OperationsC1 Number Sense1. Read whole numbers in contextual situations (through sixdigit numbers). 2. Identify sixdigit whole numbers in or out of order. 3. Write whole numbers through sixdigits in or out of order. 4. State whole numbers, through sixdigits, with correct place value, by using models, illustrations, symbols, or expanded notation (e.g., 53,941 = 50,000 + 3,000 + 900 + 40 +1). 5. Construct models to represent place value concepts for the one's, ten's, and hundred's places. 6. Apply expanded notation to model place value through 9,999 (e.g., 5,378 = 5,000 + 300 + 70 + 8). (Place Value ) 7. Sort whole numbers into sets containing only odd numbers or only even numbers. (Odd or Even ) 8. Compare two whole numbers, through sixdigits. (Number Comparison ) 9. Order three or more whole numbers through sixdigit numbers (least to greatest, or greatest to least). (Order Numbers ) 10. Make models that represent proper fractions (halves, thirds, fourths, eighths, and tenths). 11. Identify symbols, words, or models that represent proper fractions (halves, thirds, fourths, eighths and tenths). (Fraction Pictures ) 12. Use proper fractions in contextual situations. 13. Compare two proper fractions with like denominators. (Fraction Comparison ) 14. Order three or more proper fractions with like denominators (halves, thirds, fourths, eighths, and tenths). 15. Count amounts of money through $20.00 using pictures or actual bills and coins. (Making Change 2 , Counting Money ) 16. Use decimals through hundredths in contextual situations. (Counting Money ) 17. Compare two decimals, through hundredths, using models, illustrations, or symbols. (Compare Decimals ) 18. Order three or more decimals, through hundredths, using models, illustrations, or symbols. (Decimal Place Value , Order Decimals ) 19. Determine the equivalency among decimals, fractions, and percents (e.g., halfdollar = 50¢ = 50% and 1/4 = 0.25 = 25%). (Fractions to Decimals , Decimals To Fractions , Compare Mixed Values , Positive Number Line , Percentages ) 20. Identify wholenumber factors and/or pairs of factors for a given whole number through 24. (Factoring ) 21. Determine multiples of a given whole number with products through 24 (skip counting). (Skip Counting ) C2 Numerical Operations 1. Demonstrate the process of subtraction using manipulatives through threedigit whole numbers. 2. Add two threedigit whole numbers. (Long Addition to 1000 , Long Addition ) 3. Subtract two threedigit whole numbers. (Long Subtraction , Long Subtraction to 1000 ) 4. Add a column of numbers. (Addition Grouping ) 5. Select the gradelevel appropriate operation to solve word problems. 6. Solve word problems using gradelevel appropriate operations and numbers. (Arithmetic Word Problems , Basic Word Problems 2 ) 7. Demonstrate the process of multiplication as repeatedly adding the same number, counting by multiples, combining equal sets, and making arrays. (Understanding Multiplication ) 8. Demonstrate the process of division with onedigit divisors (separating elements of a set into smaller equal sets, sharing equally, or repeatedly subtracting the same number). (Understanding Division ) 9. Demonstrate families of equations for multiplication and division through 9s. (Inverse Equations 2 ) 10. State multiplication and division facts through 9s. (Fast Multiplication , Fast Multiplication Reverse , Multiplication Facts Strategies , Fast Division ) 11. Demonstrate the commutative and identity properties of multiplication. (Commutative Property 2 ) 12. Identify multiplication and division as inverse operations. (Inverse Equations 2 ) 13. Apply gradelevel appropriate properties to assist in computation. 14. Apply the symbols: ×, ÷, /, *, %, and the grouping symbols ( ) and ",". 15. Use gradelevel appropriate mathematical terminology. 16. Add or subtract fractions with like denominators (halves, thirds, fourths, eighths, and tenths) appropriate to grade level. (Basic Fraction Addition , Basic Fraction Subtraction ) 17. Apply addition and subtraction in contextual situations, through $20.00. (Money Addition , Money Subtraction , Making Change ) C3 Estimation 1. Solve gradelevel appropriate problems using estimation. 2. Estimate length and weight using U.S. customary units. 3. Record estimated and actual linear measurements for reallife objects (e.g., length of fingernail; height of desk). (Requires outside materials ) 4. Compare estimations of appropriate measures to the actual measures. (Estimated Addition , Estimated Subtraction ) 5. Evaluate the reasonableness of estimated measures. Data Analysis, Probability, and Discrete MathematicsC1 Data Analysis (Statistics)1. Formulate questions to collect data in contextual situations. 2. Construct a horizontal bar, vertical bar, pictograph, or tally chart with appropriate labels and title from organized data. 3. Interpret data found in line plots, pictographs, and singlebar graphs (horizontal and vertical). (Tally and Pictographs , Bar Graphs , Line Graphs ) 4. Answer questions based on data found in line plots, pictographs, and singlebar graphs (horizontal and vertical). (Tally and Pictographs , Bar Graphs , Line Graphs ) 5. Formulate questions based on graphs, charts, and tables to solve problems. 6. Solve problems using graphs, charts and tables. (Tally and Pictographs , Bar Graphs , Line Graphs ) C2 Probability 1. Name the possible outcomes for a probability experiment. 2. Make predictions about the probability of events being more likely, less likely, equally likely or unlikely. 3. Predict the outcome of a gradelevel appropriate probability experiment. 4. Record the data from performing a gradelevel appropriate probability experiment. 5. Compare the outcome of an experiment to predictions made prior to performing the experiment. 6. Compare the results of two repetitions of the same gradelevel appropriate probability experiment. C3 Discrete Mathematics  Systematic Listing and Counting 1. Make a diagram to represent the number of combinations available when 1 item is selected from each of 3 sets of 2 items (e.g., 2 different shirts, 2 different hats, 2 different belts). C4 VertexEdge Graphs 1. Color maps with the least number of colors so that no common edges share the same color (increased complexity throughout grade levels). Patterns, Algebra, and FunctionsC1 Patterns1. Communicate a gradelevel appropriate iterative pattern, using symbols or numbers. (Patterns: Shapes ) 2. Extend a gradelevel appropriate repetitive pattern (e.g., 5, 10, 15, 20, . . . rule: add five or count by five's). (Patterns: Numbers ) 3. Solve gradelevel appropriate pattern problems. C2 Functions and Relationships 1. Describe the rule used in a simple gradelevel appropriate function (e.g., Tchart, input/output model, and frames and arrows). (Function Tables , Function Tables 2 ) C3 Algebraic Representations 1. Use variables in contextual situations. 2. Solve equations with one variable using missing addends to sums of 18 (e.g., ? + 9 = 18, 9 + ? = 18); and using minuend through 18 (e.g., 18  ? = 9, 18  9 = ?). (Missing Term ) C4 Analysis of Change 1. Identify the change in a variable over time (e.g., an object gets taller, colder, heavier). (Line Graphs ) 2. Make simple predictions based on a variable (e.g., increases in allowance as you get older). (Line Graphs ) Geometry and MeasurementC1 Geometric Properties1. Build geometric figures with other common shapes (e.g., tangrams, pattern blocks, geoboards). 2. Name concrete objects and pictures of 3dimensional solids (cones, spheres, and cubes). 3. Describe relationships between 2dimensional and 3dimensional objects (squares/cubes, circles/spheres, triangles/cones). 4. Recognize similar shapes. (Congruent And Similar Triangles ) 5. Identify a line of symmetry in a 2dimensional shape. C2 Transformation of Shapes 1. Recognize same shape in different positions (turn/rotation). C3 Coordinate Geometry 1. Identify points in the first quadrant of a grid using ordered pairs. C4 Measurement  Units of Measure  Geometric Objects 1. Select the appropriate measure of accuracy: • length  cetimeters, meters, kilometers, • capacity/volume  liters, and • mass/weight  grams. 2. Tell time with oneminute precision (analog). (Telling Time ) 3. Determine the passage of time across months (units of days, weeks, months) using a calendar. 4. Measure a given object using the appropriate unit of measure: • length  centimeters, millimeters, meters, kilometers, • capacity/volume  liters, and • mass/weight  grams. 5. Record temperatures to the nearest degree in degrees Fahrenheit and degrees Celsius as shown on a thermometer. 6. Compare units of measure to determine more or less relationships for: • length  inches to feet; centimeters to meters • time  minutes to hours; hours to days; days to weeks; months to years, and • money  pennies, nickels, dimes, quarters, and dollars. 7. Determine relationships for: • volume  cups and gallons • weight  ounces and pounds • money  extend to amounts greater than one dollar. 8. Compare the length of two objects using U.S. customary or metric units. 9. Determine the perimeter using a rectangular array. 10. Represent area using a rectangular array. Structure and LogicC1 Algorithms and Algorithmic Thinking1. Discriminate necessary information from unnecessary information in a given gradelevel appropriate word problem. C2 Logic, Reasoning, Arguments, and Mathematical Proof 1. Draw conclusions based on existing information (e.g., All students in Ms. Dean's 1st grade class are less than 7 years old. Rafael is in Ms. Dean's class. Conclusion: Rafael is less than 7 years old.). Learn more about our online math practice software. 




