Grade-specific topic guide · Grades 3–6 · 2026–27
Florida FAST Math Fractions Practice by Grade (3–6)
See how fraction skills progress from Grade 3 through Grade 6, work through original examples, and choose the correct grade-specific FAST Math practice.
What fraction skills should parents practice?
Fraction questions change substantially across grades. Grade 3 builds the meaning of a fraction, Grade 4 connects equivalent fractions and decimals, Grade 5 adds operations with unlike denominators, and Grade 6 expects flexible work with rational numbers. Start with the row for your child's grade instead of assigning a mixed-grade worksheet.
What changes from grade to grade
| Grade | High-value skills |
|---|---|
| Grade 3 | Unit fractions, fractions on a number line, equivalent fractions, and comparisons using models or reasoning. |
| Grade 4 | Equivalent fractions, comparisons, fractions and decimals, and addition or subtraction with like denominators. |
| Grade 5 | Add and subtract unlike denominators; multiply fractions; connect division and fractions in real-world problems. |
| Grade 6 | Operate with positive rational numbers and move among fraction, decimal, and percent forms. |
FAST reporting categories do not use the same label in every grade. In Grade 3, Fractional Reasoning is its own reporting category. In later grades, fraction work appears within broader number-sense categories.
Original worked examples by grade
These are independently written FastMathKit examples for learning and diagnosis. They are not released FAST questions.
| Grade | Try this | Checked reasoning |
|---|---|---|
| Grade 3 | Which is greater, 3/4 or 5/8? | Write 3/4 as 6/8. Because 6/8 is greater than 5/8, 3/4 is greater. |
| Grade 4 | Find 3/8 + 4/8. | The pieces are still eighths. Add the numerators: 3/8 + 4/8 = 7/8. |
| Grade 5 | Find 2/3 + 3/4. | Use twelfths: 8/12 + 9/12 = 17/12 = 1 5/12. |
| Grade 6 | Find 3/4 ÷ 2/5. | Multiply by the reciprocal: 3/4 × 5/2 = 15/8 = 1 7/8. |
Common mistakes to diagnose
- Comparing only the numerators or denominators instead of the value of the fractions.
- Adding denominators when the pieces are already the same size.
- Operating with unlike denominators before making equivalent fractions.
- Using a procedure without checking whether the result should be larger or smaller than the starting value.
Ask the child to explain the first step aloud. That usually reveals whether the difficulty is understanding the problem, choosing a strategy, calculating, or labeling the result.
A focused 15-minute parent routine
- Ask the child to draw, plot, or explain the fraction before calculating.
- Use one comparison problem and one operation problem at the child's grade level.
- After an error, identify whether the problem came from the model, the equivalent fraction, or the calculation.
- Finish with one word problem so the child must decide which fraction operation applies.
Continue with grade-specific online practice
Need focused practice now?
Try five grade-specific questions free
Choose the correct grade and see the online practice experience, including an explanation after each answer. Full access includes the grade guide and complete question bank.
Official sources
FastMathKit is independent. Assessment facts on this page were checked against the following Florida Department of Education materials.
- Florida's B.E.S.T. Standards for Mathematics — Florida Department of Education
- B.E.S.T. Mathematics Reporting Category Statements — Florida Department of Education
- Test Design Summary and Blueprint: FAST Mathematics and B.E.S.T. EOCs — Florida Department of Education
- B.E.S.T. Mathematics Parent Resources — Florida Department of Education
Next scheduled source review: November 15, 2026. School and district schedules can differ within the statewide window.