Giving examples and making general statements: 'two odds
always make an even (in maths)'
J. Houssart, and H. Evens. Proceedings of the sixth British Congress of Mathematics Education held at the University of Warwick, page 65-72. bsrlm, (2005)
Abstract
The statement in the title is drawn from an answer given by an 11-year-old to part of a question to which many pupils responded with a general statement. In the second part of the same question children were required to provide examples in a way which implied they understood a generality. We explore answers to both parts of the question as well as comparing the two. Slightly fewer children were able to provide examples than make a general statement. Many children were successful on one part of the question but not the other.
%0 Conference Paper
%1 houssart:gea
%A Houssart, Jenny
%A Evens, Hilary
%B Proceedings of the sixth British Congress of Mathematics Education held at the University of Warwick
%D 2005
%E Hewitt, D.
%E Noyes, A.
%I bsrlm
%K algebra assesment evaluation evens generalisation learning mathematics numbers odds
%P 65-72
%T Giving examples and making general statements: 'two odds
always make an even (in maths)'
%U http://www.bsrlm.org.uk/IPs/ip25-1/BSRLM-IP-25-1-09.pdf
%X The statement in the title is drawn from an answer given by an 11-year-old to part of a question to which many pupils responded with a general statement. In the second part of the same question children were required to provide examples in a way which implied they understood a generality. We explore answers to both parts of the question as well as comparing the two. Slightly fewer children were able to provide examples than make a general statement. Many children were successful on one part of the question but not the other.
@inproceedings{houssart:gea,
abstract = {The statement in the title is drawn from an answer given by an 11-year-old to part of a question to which many pupils responded with a general statement. In the second part of the same question children were required to provide examples in a way which implied they understood a generality. We explore answers to both parts of the question as well as comparing the two. Slightly fewer children were able to provide examples than make a general statement. Many children were successful on one part of the question but not the other.},
added-at = {2007-07-21T18:32:02.000+0200},
author = {Houssart, Jenny and Evens, Hilary},
biburl = {https://www.bibsonomy.org/bibtex/2d7d3f23936da74232a0bc7aade326af7/yish},
booktitle = {Proceedings of the sixth British Congress of Mathematics Education held at the University of Warwick},
editor = {Hewitt, D. and Noyes, A.},
interhash = {41275e7d6680d988f11b577140845b5a},
intrahash = {d7d3f23936da74232a0bc7aade326af7},
keywords = {algebra assesment evaluation evens generalisation learning mathematics numbers odds},
pages = {65-72},
publisher = {bsrlm},
timestamp = {2007-07-21T18:32:02.000+0200},
title = {Giving examples and making general statements: 'two odds
always make an even (in maths)'},
url = {http://www.bsrlm.org.uk/IPs/ip25-1/BSRLM-IP-25-1-09.pdf},
year = 2005
}