Return to MathsNet home pagemathematics email centre newsletter archive
Archive
Subscribe
Feedback
This newsletter is an occasional update on mathematics resources being developed at MathsNet. If you subscribe then this newsletter will be emailed to you.

Newsletter Volume 9.2, February 11, 2004

An update on resource development at www.mathsnet.net. Thank you for subscribing. MathsNet is a free and independent educational website, produced in its entirety by me.

The password for access to the puzzle answers is not given here but is included in the emailed newsletter.

MAIN RESOURCE SUMMARY
The main curriculum resources on MathsNet are:

ASA2 Mathematics: http://www.mathsnet.net/asa2/modules/
ASA2 Mathematics [for September 2004]: http://www.mathsnet.net/asa2/2004/
Geometry: http://www.mathsnet.net/geometry/
Graphs: http://www.mathsnet.net/graphs/
Algebra: http://www.mathsnet.net/algebra/
Fractions: http://www.mathsnet.net/fractions/
Discussion forums: http://www.mathsnet.net/forums/
Subscribe to Interactive GCSE: http://www.mathsnetgcse.com

RECENT DEVELOPMENTS
Contributions to the forum at http://www.mathsnet.net/forums/ have grown recently with many queries about mathematical techniques, particularly at A level.
The Sharp calculator page at http://www.mathsnet..net/graphcal/sharp.html includes some new downloadable files on rectangular and polar functions.
http://www.mathsnetgcse.com includes over 900 interactive mathematical questions now. That's where most of my energies have gone recently. The site got this review in The Sunday Times:
"Focused on GCSE mathematics, this site is an excellent attempt to offer a solid set of resources for home practice. It contains hundreds of questions, covering syllabus staples such as numbers, geometry and algebra. The scarcity of "multiple guess" questions is refreshing. Instead, there are typical maths problems containing randomnly generated figures, with step-by-step guides to solving them. Click to see each step, then try a similar but fresh task. Though the annual cost is £15 for after-school access (more for schools themselves), this is not unreasonable. The look is reminiscent of the days when the web was not so flash, but at least it works over a dial-up connection. The sister site, www.mathsnet.net - an every-trick-in-the-book resource - is gloriously untidy, but still free"
4 stars, The Sunday Times, Feb 1st 2004

Gloriously untidy? I am going to take that as a compliment.

The ASA2 Mathematics at http://www.mathsnet.net/asa2/modules/ and http://www.mathsnet.net/asa2/2004/ both include questions from the P1 module from the January exams.

Ofsted are coming to my school on March 22nd so all life stops here for a few weeks...


Newsletter, Volume 9.1 January 2004


Happy new year!
An update on resource development at www.mathsnet.net. Thank you for subscribing. MathsNet is a free and independent educational website, produced in its entirety by me.

The password for access to the puzzle answers is not given here but is included in the emailed newsletter.

MAIN RESOURCE SUMMARY
The main curriculum resources on MathsNet are:

ASA2 Mathematics: http://www.mathsnet.net/asa2/modules/
ASA2 Mathematics [for September 2004]: http://www.mathsnet.net/asa2/2004/
Geometry: http://www.mathsnet.net/geometry/
Graphs: http://www.mathsnet.net/graphs/
Algebra: http://www.mathsnet.net/algebra/
Fractions: http://www.mathsnet.net/fractions/
Discussion forums: http://www.mathsnet.net/forums/
Subscribe to Interactive GCSE: http://www.mathsnetgcse.com

RECENT DEVELOPMENTS
http://www.mathsnetgcse.com will be promoted at the BETT show at Olympia in London from 7-10th January 2004. Visit the Advisory Matters stand X20.
The site now has over 800 interactive mathematics questions covering all aspects of GCSE at Intermediate level.

The ASA2 Mathematics at http://www.mathsnet.net/asa2/modules/ and http://www.mathsnet.net/asa2/2004/ will be extended to include the January module exams as soon as they are published.

Can you solve the 16 move chess puzzle at http://www.mathsnet.net/puzzles/chess/sixteenmove01.html ? If so, please send in a solution.



© MathsNet 2004