PISA: Distribution of Mathematics Scores: 95th Percentile Score in Czechia

Czechia: PISA: Distribution of Mathematics Scores: 95th Percentile Score was 650.4% in 2018. ▬ Flat

Latest (2018)
650.4%
Change on year
up 1.7%
World rank
14th
of 56 countries
All-time high
677.1%
in 2006
All-time low
639.4%
in 2015
Years of data
7
2000–2018

PISA: Distribution of Mathematics Scores: 95th Percentile Score in Czechia, 2000–2018

02004006002000200920182000: 6552003: 671.92006: 677.12009: 649.42012: 652.72015: 639.42018: 650.4

Source: OECD Programme for International Student Assessment (PISA).

Analysis

The most recent figure for pisa: distribution of mathematics scores: 95th percentile score in Czechia is 650.4%, measured in 2018.

That represents a change of up 1.7% on the previous year and up 0.2% over ten years.

Over the whole period, pisa: distribution of mathematics scores: 95th percentile score in Czechia peaked at 677.1% in 2006 and was at its lowest, 639.4%, in 2015.

Czechia ranks 14th of 56 countries on this measure, in the top quarter.

PISA: Distribution of Mathematics Scores: 95th Percentile Score in Czechia, year by year

Annual values for PISA: Distribution of Mathematics Scores: 95th Percentile Score in Czechia, 2000 to 2018.
Year Value Change
2000 655.0%
2003 671.9% +2.6%
2006 677.1% +0.8%
2009 649.4% -4.1%
2012 652.7% +0.5%
2015 639.4% -2.0%
2018 650.4% +1.7%

Averages by decade

DecadeAverage LowestHighest Years
2000s 663.3% 649.4% 677.1% 4
2010s 647.5% 639.4% 652.7% 3

Countries ranked near Czechia

  1. 11 Belgium 655.6% compare
  2. 12 Slovenia 651.8% compare
  3. 13 United Kingdom 651.1% compare
  4. 15 Germany 650.2% compare
  5. 16 Sweden 647.0% compare
  6. 17 Austria 646.4% compare

See the full ranking of 56 places →

More reference data data for Czechia

All data for Czechia →

Frequently asked questions

What is pisa: distribution of mathematics scores: 95th percentile score in Czechia?
Pisa: distribution of mathematics scores: 95th percentile score in Czechia was 650.4% in 2018, according to OECD Programme for International Student Assessment (PISA).
What is the highest pisa: distribution of mathematics scores: 95th percentile score recorded in Czechia?
The highest recorded value was 677.1% in 2006.
What is the lowest pisa: distribution of mathematics scores: 95th percentile score recorded in Czechia?
The lowest recorded value was 639.4% in 2015.
How does Czechia rank for pisa: distribution of mathematics scores: 95th percentile score?
Czechia ranks 14th out of 56 countries with data for 2018.
Is pisa: distribution of mathematics scores: 95th percentile score rising or falling in Czechia?
Over the last ten years it is up 0.2%. The long-run trend across the full record is flat.
Where does this Czechia data come from?
The figures come from OECD Programme for International Student Assessment (PISA), published as part of PISA: Distribution of Mathematics Scores: 95th Percentile Score. Statizoid updates them automatically from the source API.

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PISA: Distribution of Mathematics Scores: 95th Percentile Score in Czechia. Statizoid, drawing on OECD Programme for International Student Assessment (PISA). Retrieved 23 August 2026, from https://reference.statizoid.com/stat/pisa-distribution-of-mathematics-scores-95th-percentile-score/czechia/

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About this data

Indicator
PISA: Distribution of Mathematics Scores: 95th Percentile Score
Source
OECD Programme for International Student Assessment (PISA)
Licence
CC BY 4.0 (World Bank Open Data)
Coverage
56 places, 355 data points, 2000–2018
Last refreshed

The 95th percentile score is the score below which 90 percent of students scored. Data reflects country performance in the stated year according to PISA reports, but may not be comparable across years or countries. Consult the PISA website for more detailed information: http://www.oecd.org/pisa/