公开(公告)号：EP2238583A1

公开(公告)日：2010-10-13

申请号：EP07858823.3

申请日：2007-12-31

申请人： Radas, Natasa

发明人： Radas, Natasa

IPC分类号： G09B19/02

CPC分类号： G09B19/02

摘要： Didactic tools for learning mathematics contain a set of jigsaws, inserters, abacuses, three-dimensional arrangeable and separable models, mental maps, arranging pads, Multiplication tables without numbers, cylinders, and other spatially situated mathematical sizes and open the possibility of many combinations for arranging and displaying mathematical contents. These contents range from mathematical basis (relations, numbers and spaces, shapes and quantities) to theorems and rules of higher mathematical levels (multiplication, division, squaring, cubing, Pitagora's and binomial theorem, sum of square sequences and other regularities, some of which are new and unknown). With their inner consistency and coherence, they enable numerous combinations and research, and every tools can function independently in a clear and unambiguous way, based on natural mental abilities of logics and perception, close even to the earliest pre-school age. There is no need for additional instructions and lessons, or the knowledge of mathematical language, because the rules and relations are not proved by formulas, but are shown in a visible and tangible way. All this is achieved with a realistic display of quantities and their relations, the shape, position and colour, with the help of squares and cubeletes. It all enables arranging, categorizing, equalizing, joining, sequencing etc., so that adding or mere counting is sufficient for checking the visible quantities and their relations. They vividly enable discovery and understanding of mathematical laws by direct noting, by themselves. In that way they provide the joy of cognition, which enables more pleasurable, faster and easier understanding, practicing and memorizing.