What Is 29 Per
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Last updated: April 15, 2026
Key Facts
- The 29th percentile indicates that 29% of data points are below this value
- In standardized testing, scoring at the 29th percentile means 71% of test-takers scored higher
- Percentiles are used in growth charts by the CDC to track child development
- The 29th percentile is below the national median income in the U.S. as of 2023
- Percentile rankings are scale-free and do not represent raw scores or percentages
Overview
29 Per is shorthand for the 29th percentile, a statistical measure indicating that 29% of values in a dataset fall below this point. It is widely used in education, economics, and health to contextualize individual performance or status relative to a larger population.
Unlike percentages, which reflect correct answers or proportions, percentiles are comparative rankings. Being at the 29th percentile does not mean a person scored 29% on a test—it means they scored higher than 29% of peers. This distinction is crucial in interpreting results accurately.
- Percentile rank: A score at the 29th percentile means 29% of the reference group scored lower, while 71% scored higher, placing the individual in the lower third of the distribution.
- Standardized testing: On exams like the SAT or GRE, a 29th percentile score typically corresponds to a verbal or math score near 450–500, depending on the year and test version.
- Income distribution: In 2023, the 29th percentile for U.S. household income was approximately $37,800 per year, according to U.S. Census Bureau data.
- Child growth metrics: The CDC uses percentiles in growth charts; a child at the 29th percentile for height is taller than 29% of children their age and sex.
- Normal distribution: In a bell curve, the 29th percentile falls just below the mean, which is the 50th percentile, indicating slightly below-average standing.
How It Works
Understanding the 29th percentile involves grasping how data is ranked and interpreted across various fields. Each percentile represents a position in a ranked list, not a direct score.
- Definition: The 29th percentile is the value below which 29% of observations occur in a given dataset, used to compare relative standing.
- Data sorting: To calculate percentiles, all data points are sorted in ascending order, and the position is determined by the formula P/100 × N, where P is the percentile and N is sample size.
- Interpolation: If the exact 29th percentile falls between two values, statisticians use linear interpolation to estimate the precise point.
- Test scoring: On the 2023 SAT, a total score of 860 placed a student around the 29th percentile, indicating performance below the national average.
- Health benchmarks: Pediatricians use the 29th percentile to assess whether a child’s weight or height is within a normal, healthy range compared to peers.
- Economic analysis: The 29th percentile of individual income in the U.S. in 2022 was $24,100 annually, reflecting wage disparities across demographics.
Comparison at a Glance
Percentile rankings provide context by comparing an individual score to a broader group. The table below illustrates how the 29th percentile compares across domains.
| Category | 29th Percentile Value | Median (50th) | Source Year |
|---|---|---|---|
| SAT Composite Score | 860 | 1050 | 2023 |
| U.S. Household Income | $37,800 | $74,580 | 2023 |
| Adult Male Height (U.S.) | 67.5 inches | 69.2 inches | 2021 |
| GRE Verbal Reasoning | 144 | 150 | 2023 |
| Child Weight (Age 5, Boys) | 43 lbs | 50 lbs | 2020 |
The table shows that the 29th percentile consistently falls below average across categories. While it indicates room for improvement, it also confirms that nearly one-third of the population shares similar standing, which can inform policy, education strategies, and healthcare interventions.
Why It Matters
The 29th percentile is more than a number—it reflects real-world outcomes and opportunities. Recognizing its implications helps educators, policymakers, and individuals make informed decisions.
- Educational support: Students scoring at the 29th percentile on state exams may qualify for targeted tutoring or remedial programs to improve learning outcomes.
- Income inequality: Households at this level often face challenges with affordable housing, healthcare access, and financial stability.
- Public health: Children below the 29th percentile in growth may be monitored for nutritional deficiencies or developmental delays.
- College admissions: A 29th percentile SAT score may limit options at competitive schools but remains above the minimum for many institutions.
- Workforce planning: Employers analyzing wage data use percentiles to ensure pay equity and compliance with labor standards.
- Policy development: Governments use percentile data to allocate funding for social services and economic assistance programs.
Understanding the 29th percentile empowers individuals and institutions to interpret data meaningfully and take action where needed.
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Sources
- WikipediaCC-BY-SA-4.0
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