Math Ability Internationally Tested

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Discussion Overview

The discussion centers around the results of the PISA survey on math aptitude among high school students globally, with a focus on the inclusion and performance of various countries, particularly the United States, India, and Singapore. Participants explore the implications of these results and the representation of different nations in the study.

Discussion Character

  • Debate/contested
  • Exploratory
  • Technical explanation

Main Points Raised

  • Some participants note that the United States did not perform well in the PISA survey, while countries like Korea, Japan, and Belgium ranked higher.
  • There is confusion regarding the absence of India and Singapore in the PISA results, with some asserting that Singapore is among the top countries.
  • One participant claims to have checked the PISA document and found no mention of India, leading to further discussion about the countries included in the survey.
  • Another participant mentions that the UK was part of the survey but had too few responses for statistical reliability.
  • Some express the belief that Singapore has an excellent education system, which could contribute to high mathematical abilities among its students.
  • A participant shares personal experience from mathematics competitions, highlighting the outstanding performance of Singaporean students.
  • There is a discussion about the implications of population size on the representation of mathematical ability, with one participant questioning how fair comparisons can be made between countries of varying populations.
  • Another participant introduces the principle of diminishing returns in relation to the diversity of mathematical ability in smaller versus larger populations.

Areas of Agreement / Disagreement

Participants express differing views on the inclusion of certain countries in the PISA survey and the implications of population size on mathematical ability. There is no consensus on the significance of these factors or on the overall performance of the United States compared to other nations.

Contextual Notes

Limitations include the lack of clarity on the criteria for country selection in the PISA survey and the potential impact of population size on the representation of mathematical ability. The discussion does not resolve these issues.

marlon
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Hi you all,

In my journal i posted an entry with some links to the PISA-site. This organization conducted a survey by making a comparison of math aptitude of students in high schools throughout the entire world.

Some of the top nations are Korea, Japan and Belgium :approve:
The United States did not perform at all...please read the OFFICIAL document and see for yourselves...

https://www.physicsforums.com/journal.php?s=&journalid=13790&action=view

regards
marlon
 
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marlon said:
The United States did not perform at all...please read the OFFICIAL document and see for yourselves...

regards
marlon


that isn't surprising.. why don't they have India or singapore listed?
 
jai6638 said:
that isn't surprising.. why don't they have India or singapore listed?

They are...you did not read the document thouroughly...Singapore is also among the top-countries...


regards
marlon
 
i must be blind coz i still can't find India in the pdf..i used the find function to search for INDIA but to no avail..

checkedthe website.. participating countries for 2006 ( which is more than 2003 ) are :

Argentina* Australia Austria
Azerbaijan* Belgium Brazil*
Bulgaria* Canada Chile*
Colombia* Croatia* Czech Republic
Denmark Estonia* Finland
France Germany Greece
Hong Kong-China* Hungary Iceland
Indonesia* Ireland Israel*
Italy Japan Jordan*
Kazakhstan* Korea Kyrgyzstan*
Latvia* Lithuania* Luxembourg
Macao-China* Mexico The Netherlands
New Zealand Norway Poland
Portugal Qatar* Romania*
Russian Federation* Serbia and Montenegro* Slovak Republic
Slovenia* Spain Sweden
Switzerland Chinese Taipei* Thailand*
Tunisia* Turkey United Kingdom
United States Uruguay*

there's no India or singapore for that matter..
 
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India, China, Singapore, etc. were not included in the study.
 
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There weren't Engliand either ?
can you guys tell me who from US took the free trip to olymp for fun that time ?
 
atrec said:
There weren't Engliand either ?

Actually, UK was a part of the survey, but the number of responses was too small for statistical consistency.
 
Gokul43201 said:
India, China, Singapore, etc. were not included in the study.

thats lame... i heard singapore has an excellant education system which could mean that the mathematical ability of students is great ( coz of the good foundation ) ... i would think India and china would rank pretty good too
 
I've taken part in several mathematics competitions within the South East Asian region, and I can tell you that the mathematical abilities of Singaporean students is outstanding. Just look at the results of this international competition.


Singaporean (SIN) students make up around 8% of the competition's participants (numbering half a million), yet 5 out of the 13 perfect scorers for 2004 were Singaporeans. I don't even want to begin talking about Brunei... :frown:
 
  • #10
now that i think about it... singapore has a small populatoin... so if compared to nations like China or India ( 1billion populatoin ) don't u think the smart ones would be more promiment in singapore as compared to the other 2 countries??

so even if there's a % of people who are smart in singapore.. its still a small populatiion compared to India or china

Dunno if the above post makes sense...lol .. however, would want to know how can a fair comparison between countries of varying populations be done?
 
  • #11
Are you talking about the principle of diminishing returns as applied to countries?
 
  • #12
hmmm i don't think so..what I am tryin to say is that in a small country like singapore there will be less diversity in terms of mathematical ability due to a smaller population( i.e. either the citizens would not be great in math or they would be... in singapores case, ofcourse, they are good at math ) as compared to countries like India and China which have 1+billion populationn... So how can a fair comparison be made?
 

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