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1st Grade i-Ready Math Scores 2026–2027

Score charts, national percentiles, and report-reading guidance for 1st grade students. Norms applicable to 2026–2027; source and lookup method.

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Test Season

1st Grade Math Score Chart

Test window: Beginning of school year – November 15

1st Grade Math published percentile-to-score thresholds — Fall.
PercentileScore Threshold
99th429
95th411
90th402
85th396
80th392
75th387
70th384
65th381
60th378
55th375
50th(median)372
45th369
40th366
35th363
30th358
25th353
20th349
15th344
10th336
5th322
1st100

Published thresholds may repeat because of score rounding. Use the calculator for a score-to-percentile lookup. These are not placement cutoffs.

Math Resources — 1st Grade

Start with teacher guidance and free school or library resources. These paid practice options are optional; they do not replace classroom learning.

Optional resources · Affiliate links

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Score Distribution — Fall

Scale score ranges by percentile band

Use this 1st Grade i-Ready Math Scores guide to read Fall, Winter, and Spring percentile thresholds for 2026–2027. The calculator uses the publisher's score-to-percentile crosswalk. Read official placement separately in your child's school report.

What Is a Good i-Ready Math Score for 1st Grade?

A useful comparison starts with the same grade, subject, and testing season. These are selected Fall percentile thresholds for 1st grade students:

  • 402 — 90th-percentile threshold
  • 387 — 75th-percentile threshold
  • 372 — 50th-percentile threshold (national median)
  • 353 — 25th-percentile threshold
  • 336 — 10th-percentile threshold

These benchmarks describe national rank, not mastery of particular skills. A result above the median does not automatically mean a child is on or above grade level. Read the guide to interpreting a good score.

Fall, Winter, and Spring 1st Grade Math Benchmarks

  • Fall median threshold: 372
  • Winter median threshold: 390
  • Spring median threshold: 404

These are comparisons with different seasonal reference groups. Subtracting the medians does not produce a student's official Typical Growth or Stretch Growth target. Ask the teacher for those individual targets and use the Growth Tracker to compare actual scores.

Understanding 1st Grade Math Placement

Placement is criterion referenced. The official five-level placements do not change their boundaries merely because the test season changes. Review overall and domain results with the teacher rather than converting a percentile into a placement label. Our placement guide explains the official definitions and links to the publisher's resources.

How to Support 1st Grade Math Growth

i-Ready Math covers five major domains, and most students have stronger performance in some areas than others. Review your child's diagnostic report to see which domains show the most opportunity for growth. Common focus areas for 1st grade students include:

  • Number and Operations: Place value, multi-digit computation, and number sense. For 1st grade: addition and subtraction within 20, understanding tens and ones.
  • Algebra and Algebraic Thinking: Patterns, equations, and relationships. In early grades: understanding operations as patterns and writing simple equations.
  • Measurement and Data: Units, graphs, and data interpretation. This domain is consistently valuable because it connects math to real-world contexts and science learning.
  • Geometry: Shapes, area, perimeter, volume, and spatial reasoning. Visual math practice — drawing figures, using graph paper, building with blocks — reinforces geometry concepts at home.

Consistent daily practice — even 15–20 minutes — on the specific skills flagged in the diagnostic report is more effective than general review. Free resources like Khan Academy align well with the i-Ready skill progression and complement the lessons assigned in the i-Ready program.

Questions to Ask About 1st Grade Math Results

Compare the overall score with classroom work and the domain-level results. Ask the teacher which skills need practice and which are strengths before choosing support or enrichment. One total score cannot establish readiness for an advanced course or predict a state-test result.

If a score stays flat or decreases, review the testing conditions and the pattern across assessments. Do not assume that every drop of a particular size is harmless or that one result identifies its cause. Your school can explain the report's measurement uncertainty and next steps.

Related Resources

Frequently Asked Questions

What is the average i-Ready Math score for 1st Grade? ▾

For parents asking about an average score, the published 50th-percentile thresholds for 1st Grade Math are 372 in Fall, 390 in Winter, and 404 in Spring. These are median benchmarks, not arithmetic means or grade-level proficiency cutoffs. Rounded thresholds may repeat; use the calculator for a specific score-to-percentile lookup.

How do I find official placement for 1st Grade Math? ▾

Use the placement and domain results in the school report. Percentiles compare students with peers; official placement uses separate grade-level criteria. The chart on this page does not assign placement.

What specific math skills are most important for 1st grade i-Ready performance? ▾

First-grade foundations include addition and subtraction within 20, tens and ones, measuring lengths, and composing shapes. These curriculum examples help explain what to practice; they are not a fixed i-Ready item list. Match practice to the domain report and classroom work, because an overall percentile cannot show mastery of each skill.

How much should my 1st grader's i-Ready Math score change from Fall to Spring? ▾

There is no single point-gain target for every first grader. Official growth targets depend on the student’s starting placement. The Growth Tracker shows actual score changes; obtain individual goals from the school report.

My 1st grader is scoring above grade level — what does that mean for 2nd grade? ▾

Ask the teacher which second-grade skills your child has demonstrated in class and in the domain report. A high percentile alone does not establish readiness for advanced instruction.

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