Math+using+the+WOKs

Knowing math as an area of knowing, it is a language. This is because it is understandable and can also be written or spoken in a systematic way of sharing knowledge. Thus by both the perceiver and the sender of knowledge in terms of math the Way of Knowing Language is used. Nonetheless, in using math in algebra and geometry, solving a problem means that it must not only be perceived, but also perceived in multiple ways in order to find an appropriate solution. Now we can take the knowledge of math to a different perspective. Because people can perceive math differently and can use it differently as well, the process can be personal. For example, taking into consideration the different methods that can be applied to an expression to solve it, anyone can choose the formation suitable and easily applied by that specific user, people might choose a different variety of ways to express math. Picture showing how systematic math is as a language, each variable is the number of angles it represents. TENNIS EDITOR HERE: Compelling point made at the top. The next question seems to be....well, the next question, which is, So? Where are you going to take this thought? You have some excellent turf to dig up here. You mention the concept of 'system'. You talk about the role of 'perception'. You describe the action of 'sharing'. Any of these could take you forward. What is your next move? cct ps. Any response to the recent readings on your site? I can't seem to find them. Electric Wok