Ho Math Chess is the only organization, which has successfully combined arithmetic, chess moves, Sudoku, and puzzles all on one worksheet. The students will have to use their logical thinking skills to analyze the relationship between computation procedures and analyze data or puzzles to use chess moves to come up with answers for multiple conditions.
The computation direction may not always be literal from left to right or top to down and could be in 8 directions as in queen's move or knight's moves. Some problems may propel students to get answers from the mathematical chess puzzles and then transfer its answer to the arithmetic question.
These materials are fun to work with and also are very suitable for enrichment teaching. No chess strategies or tactics knowledge is required other than follow the chess move symbols.
If the student or parents are looking for game-based learning or teaching material, then you have come to the right place because Math + Chess + Puzzles = fun Math
Intellectual Property
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)
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)
Why our workbooks are unique, effective, and fun
Ho Math Chess has many copyrighted intellectual properties, including the world's first bi-column chess and math integrated Learning Chess to Improve Math.
Ho Math Chess uses chess and puzzles to have created math, chess, and puzzles integrated and copyrighted worksheets. This innovative idea has revolutionized how math worksheets were created. These divergent, versatile, and enriched workbooks made us stand out above the crowd among all math learning centres. Ho Math Chess also created Frankho ChessDoku, which integrates math, chess, and Sudoku and Frankho ChessMaze, which integrate math and mazes, and chess moves altogether. These math worksheets integrate information geochronology such as browsing the Internet, puzzles, chess moves, math all on one sheet.
Ho Math Chess also has taken the idea of Chinese Model Problems and Line Segment Diagram in training students on math contests and the strategies which are much emphasized in North America to create a series of unique math contest workbooks.
Ho Math Chess also created workbooks for students with dyscalculia. For private school entrance exam preparation, we created a math entrance test preparation workbook for lower grades students. In the area of testing preparation, Ho Math Chess has produced a preparing SSAT workbook and a workbook for preparing math challenging programs.
More information about our workbooks can be found from the following three books, which are available from www.amazon.com and many other countries' amazon websites. Click on each book below to find out more about their contents.
List of our publications
List of our publications
The following is a list of published Ho Math Chess workbooks, which are available at www.amazon.com and many other countries' amazon websitesby searching ISBN number. Click on each book below to find out more details.
If your child has not mastered the four basic computation skills, then our addition, subtraction, multiplication, and division workbooks should greatly help your child. If the child faithfully finishes each sheet, they should have no problems mastering the computation skills.
From kindergarten to grade 3 is time to build a solid foundation of computation ability and foster some problem-solving and critical thinking ability. The emphasis is to encourage students to think on their own by not giving straight answers right away. Our unique chess and puzzles workbooks are all math-related to bring some fun to students. However, the workbooks suggested for a particular grade are only served as a guideline. The teacher should move workbooks around grades to best suit students' abilities and needs.
We have the world's first and unique 3-in-1 workbook series: Math Contest, Problem-Solving, and Math IQ Puzzles, all in one workbook for grades 1 to 7.
Please consult with your local Ho Math Chess office regarding our workbooks created for grades 8 to 12.
Why we use Microsoft Onenote
Because we use Onenote online teaching materials, so if the student is using a graphics tablet such as the iPad, then the tutor can see what student is working on OneNote when going to the Draw mode. Ths student can erase the writing by using an eraser, and you can do the same if you are using a Microsoft touch screen computer or an iPad.
But the document camera will let you write on any physical paper so that the students can see your writing with a regular black ballpoint pen. However, in case your document camera has a problem, you can always use Onenote to teach by using an iPad or a graphics tablet because Onenote is a digital paper.