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The Author
Stephen C. Curran
MA, PGCE, Dip. RSA, Mcot
has many years of teaching experience both in the primary and secondary sector. In addition to writing, Stephen runs courses for children in mathematics, verbal reasoning and non-verbal reasoning.





An article by Stephen first published in Prep School Magazine that explains why the 11+ Maths set of books were written in the first place


Click for the article published in the Daily Telegraph 31/8/02 (PDF100k)




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Accelerated Education Publications Ltd is an independent publisher established by Stephen Curran in 1999. The Company's philosophy is based on a traditional subject by subject teaching approach helping children achieve excellence in Maths, Verbal Reasoning, English and Non-verbal Reasoning.

The company publishes a series of workbooks in each of the following subjects:

Below is an article by Stephen first published in Prep School Magazine that explains why the 11+ Maths set of books were written in the first place.

Why write one more set of maths books? Aren't there thousands out there already? The answer is 'yes', but as a teacher of maths I found many of them of little use. It all started when I was wandering around my local WHSmith in Slough trying to find one set of books that I could teach from successfully. I complained to the shop assistant Kathy (not for the first time) that there was nothing of any use. She said: "Why don't you write them then?" After mumbling a few excuses, I realised there was only one thing I could do. Write them!

I believe in a traditional approach because it works. I discovered that many of the modern maths books do not appear to be systematic but are sporadically organised. This relates to the National Curriculum, which I believe encourages the teaching of maths by level rather than subject. Children that I teach privately who attend state primaries tend to have a piecemeal understanding of maths by the time they are nine or ten. Nothing appears to be covered comprehensively from beginning to end. Children study number, then move to another subject like decimals. Then they may go to shapes and then back to decimals. They never seem to have really grasped any subject fully.

I also believe it is a mistake to expect children's understanding to go in tandem with their learning of method. An excellent state primary teacher I know was recently explaining how children are currently taught to subtract when there are zeros at the top. He explained each stage in detail to the children. My response was: "Why not just teach them the method?" He said he couldn't do that, as they wouldn't understand it. "So what?", I heard myself say. I often tell the children: "Maths is Method!" I believe that if you learn a method the understanding will drop in afterwards. After all, who would build a house by starting with the windows and bricks. Surely there must be a timber frame first? Is it not true that children's minds and thinking have to be organised first before being deluged with information?

In the lower years it is important to concentrate on the four rules of number, mental arithmetic and tables, but I am convinced that children in upper primary need to be taught systematically. I have now been working in this way for ten years and have seen hundreds of children succeed mathematically who were formerly written off by their schools and their teachers. I have found that parents have been delighted with the results. I encourage them to join their children at the end of my lessons each week. They often remark that it is the first time in their lives they have understood something. Many parents are terrified at the mention of maths and they immediately say they could never help their own children because the have no understanding themselves.

I am a child of the 'sixties and 'seventies like them and I know what they mean. I can remember being completely baffled by maths lessons. As a child I wanted it to be organised and straightforward. I was continually given bits of information but nothing fitted together. All I remember was confusion and the growing belief that I was useless at maths and should concentrate my energies elsewhere. Consequently I am an arts graduate and English teacher by training. My need to teach maths however has helped me adopt what would now be seen as radical - 'a traditional approach'.



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