Sakamoto Educational Systems - Maths Tution Centre


Maths Tution Centre - Sakamoto Educational Systems

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Sakamoto Educational Systems is a specialized maths tution centre in Singapore. The centre uses their effective and powerful Sakamoto maths tuition method for solving word problems at their primary schools mathematics levels.

This unique method is originated from Japan in 1980 and developed by Dr Hideo Sakamoto. The maths tutors help students to solve any mathematics problems using simple yet systematic and structured technique. The maths tution centre teaching system is different from conventional learning as their method emphasis very much on problem solving, understanding of concepts and applications which allow students to explore mathematics even more. Moreover, their primary maths tuition systems are all prepared in line with the Singapore syllabus.

A lot of the students have scored full marks in their examinations at Nada Junior High School, which is one of the best junior high schools in Japan. Students passing rate is 100% every year owing to this unique teaching technique.

The Mathematics classes had expanded over the years. In fact, the maths tution centre using those techniques are approved by the Education Authorities in many of the countries. Today, there are quite a number of franchise centres located at different places around Singapore. Those centres differentiate themselves from other by using this highly acclaimed Sakamoto Maths Method.

The maths tution centre has since convinced many school teachers. Many of them have given very good feedback during a 2 hours introduction workshop using the Sakamoto Maths Method for most problem solving questions. Most of the teachers have marked a Good to Excellent grade to the overall performance of the techniques to be use to solve many math problems. The tution centre has confident to bring your child education standard to a higher level.

Below are a few comments by the teachers who have attended the lessons:
- This method is simpler than model drawing & is a clean & logical way of solving problems, – A very powerful tool, – Solution to some other difficult questions, etc.

Address:
Blk 423, Hougang Ave 6, #B1-102, Singapore 530423

Phone:
63879700

Fax:
-

Sakamoto Educational Systems2.45148
Branches: (by Zone Area)
| Bishan | Bukit Batok | Bukit Merah | Choa Chu Kang | Hougang | Jurong East | Marine Parade | Pasir Ris | Punggol | Queenstown | Sembawang | Simei | Tampines | Toa Payoh | Ubi Central | Upper Thomson | Woodlands | Yishun |



Maths Tution Centre :
Sakamoto Educational Systems

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4 Comments so far

  1. acube on March 30th, 2009

    I like the tools which are very simple and present in a very logical manner. It is indeed very good for solving ratios kind of problems and other challenging maths questions. – A powerful tool!

    [Reply]

  2. Mrs Crystal on June 11th, 2009

    The method is very different from the convenient teaching ways that are taught in school last time. And if you are a hands-on mummy who likes to teach your child – you will get stuck too! As we cannot help our child if they got question because we also don’t know how to use the method.

    So parents here, please take note! :)

    [Reply]

  3. William on June 11th, 2009

    I don’t understand, we received our education in Singapore and now we are learning method from other country to teach our kids? Why? I believe the tutors are all well-educated and had learned how to solve Maths qns using our very own Singapore method so now why do we need to learn method from other country to teach our own kids? If you think that Singapore’s method cant produce bright kids then you cant be a bright tutor too, cos you have also received the same education as most of us did. Do you not agree?

    [Reply]

  4. June on November 20th, 2009

    You are right William. We parents get confuse too you know, like do we send our kids to centres offering Sakamoto or Kumon? Or are those centres not offering special kind of maths teaching techniques not good enough?? BTW, any good maths tuition centres?

    [Reply]

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