Grade 3 Football Fractions Worksheet + Answer Key

This free Grade 3 football fractions worksheet uses real Seahawks and Patriots statistics to practice fractions. It is part 7 of LitZone's eight-part football math series. The student PDF has 10 questions on one page, with a separate one-page answer key. Both carry the LitZone logo and are free for home, homeschool and classroom use.

Download the student worksheet (PDF)

Download the separate answer key (PDF)

Download all eight student worksheets (PDF) | Download all eight answer keys (PDF)

Print the student page on US Letter paper at actual size, or use fit-to-page on A4. Keep the answer key separate. A pencil and an eraser are enough; the graph activity also benefits from a ruler. Start with a short conversation about the skill, then let the child work at a comfortable pace. No account, email address or payment is needed to download these printables.

The real game behind the worksheet

Seattle played New England on February 8, 2026, at Levi's Stadium in California. Seattle won Super Bowl LX, 29-13. SEA means Seattle; NE means New England. These are historical results from the official NFL gamebook, not September 2026 results, forecasts or current roster claims. Player abbreviations show the teams they represented in that game. A carry is a run with the ball; a catch is also called a reception. Yardage tells us how much distance was credited to a player or team.

The game provides the numbers, but students do not need to have watched it. Read the directions together and identify what each number measures before starting. Keep yards, catches and scoreboard points distinct: a yard total is not a point total.

Read a catch fraction as part of a whole

For this activity, the whole is one player's set of targets in the game. A target is a pass intended for that player. The numerator counts catches, and the denominator counts targets. Kenneth Walker III caught two of four targets, so his fraction is 2/4. This describes the share caught, not the number of yards gained or the share of every pass thrown by the team.

The player table uses running backs and tight ends from both teams. Their target totals are three or four, which fit the Grade 3 denominator scope. Austin Hooper caught two of three targets; AJ Barner caught all four of four; TreVeyon Henderson caught all three of three. A fraction with equal numerator and denominator represents one whole set, even when different players have different numbers of targets.

Draw two same-length strips for an introductory explanation. Divide the first into four equal parts and shade two. Divide the second into two equal parts and shade one. Both show half of the same-size whole. This visual explanation supports the equivalence question without requiring a memorized cross-multiplication procedure.

Separate real player fractions from practice choices

The worksheet never changes a player's catches or targets to produce a convenient exercise. It places a real player fraction beside a clearly hypothetical comparison fraction. For example, Walker's 2/4 can be compared with the practice number 3/4. The worksheet does not claim that another athlete caught three of four passes. That distinction allows useful math practice while protecting the historical data.

Questions 1-6 compare fractions with matching denominators. Because the pieces are the same size, children compare how many pieces are selected. Questions 7-8 order three fractions, again with a common denominator. At least one fraction in each ordering set appears in the real player table. Questions 9-10 identify an equivalent fraction, using denominators within 2, 3, 4, 6 and 8.

Use equal-size models when checking answers

If a learner compares fraction strips, make the complete strips the same length. A large drawing of one third and a tiny drawing of two thirds would undermine the comparison. Each player's targets form that player's own whole; the worksheet compares the fractions of those wholes, not an absolute count of catches across differently sized sets.

For the final question, split each third into two equal parts. The two shaded thirds become four shaded sixths. This explains why 2/3 equals 4/6. If a child chooses 2/6, ask what happened to the shaded area when the number of pieces doubled. Encourage a diagram and an explanation. The goal is to understand the size represented by the fraction, not simply to spot numbers that look similar.

Try the worksheet questions

Compare, order and match fractions. Use equal-size wholes. A target is a pass intended for a player. Only the player fractions below are game stats.

1. Kenneth Walker III (SEA) caught 2/4 of his targets. Circle the greater fraction: 2/4 or 3/4.

2. Kenneth Walker III (SEA) caught 2/4 of his targets. Circle the greater fraction: 2/4 or 1/4.

3. AJ Barner (SEA) caught 4/4 of his targets. Circle the greater fraction: 4/4 or 3/4.

4. Austin Hooper (NE) caught 2/3 of his targets. Circle the greater fraction: 2/3 or 1/3.

5. TreVeyon Henderson (NE) caught 3/3 of his targets. Circle the greater fraction: 3/3 or 2/3.

6. Austin Hooper (NE) caught 2/3 of his targets. Circle the greater fraction: 2/3 or 3/3.

7. Order from least to greatest: 3/4 1/4 2/4.

8. Order from least to greatest: 3/3 1/3 2/3.

9. Kenneth Walker III (SEA) caught 2/4 of his targets. Circle an equal fraction: 1/2, 1/3, or 3/4.

10. Austin Hooper (NE) caught 2/3 of his targets. Circle an equal fraction: 2/6, 4/6, or 3/6.

Answer key and checking work

Try the student questions before opening these worked answers. The separate answer PDF uses the same numbering.

1. 3/4 is greater: the denominators match, so compare numerators.

2. 2/4 is greater: the denominators match, so compare numerators.

3. 4/4 is greater: the denominators match, so compare numerators.

4. 2/3 is greater: the denominators match, so compare numerators.

5. 3/3 is greater: the denominators match, so compare numerators.

6. 3/3 is greater: the denominators match, so compare numerators.

7. 1/4 < 2/4 < 3/4

8. 1/3 < 2/3 < 3/3

9. 2/4 = 1/2: both cover half of the same-size whole.

10. 2/3 = 4/6: split each third into two equal pieces.

Grade 3 skill and classroom use

This activity practices 3.NF.A.3 within the Grade 3 Common Core mathematics standards. It is focused practice for that skill, not a complete assessment of everything in the standard. For example, a correct numeric answer alone does not show how a learner reasoned. Ask the child to explain one choice with words, a drawing or a written equation.

For a small group, have students solve independently first, then compare methods with a partner. One learner can read a question while the other identifies the useful numbers; swap roles on the next question. If a learner makes an error, return to the unit and the operation before correcting the arithmetic. Keep a brief note of the kind of support needed so the next practice session addresses it.

Continue the Grade 3 football math series

Choose the next skill your learner is practicing. Each post includes its own student PDF, worked answers and teaching suggestions.

• Multiplication practice
• Division practice
• Two-step word problems
• Addition within 1,000
• Subtraction within 1,000
• Rounding practice
• Bar graph practice

Build your own team in LitZone

When the worksheet is finished, build your own team in LitZone with a parent or teacher. Choose real NFL players and give the team a name. You can also explore our football math activities and fantasy football lesson plans for another classroom session. The PDFs in this series remain free to download and use.