Strangeness & Charms
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The flowchart in Figure 1 shows a comparison of major standards - the relationship of the three sets of standards to each other. Several common characteristics across all the professional organizations’ standards include – Developmentally effective classroom approaches; academically prepared teachers who have the knowledge, skills, and dispositions in curricular areas such as mathematics.
Doing math is more like doing a 1,000 piece jigsaw puzzle, where you are finished except for the blue sky. You try a piece, then another. Perhaps you line up the remaining pieces a certain way. You work at it and then you stop for a while. Persistence and intuition are as important as speed.  Doing mathematics – takes time and effort. Taking more time to solve a math problem doesn’t mean that you are less capable than someone else. In figure 2 shows that each piece of the puzzle represents a different aspect of their vision of doing math. It involves collaborating with others in an effort to solve problems, making and revising representations for/of our thinking, trying to connect various ideas, and communicating the reasoning behind our thought process to others.
Learning is enhanced when the learner is engaged with others working on the same ideas. Classroom need to provide structures and supports to help students make sense of mathematics in light of what they know. And getting students to be reflective is to engage them in interesting problems in which they use their prior knowledge as they search for solutions and create new ideas in the process

We as teachers often think about what we have to do or what our students have to do but is "doing" enough? Is it enough to have students who can simply "do" math? I think we need to think bigger, see the bigger picture and explore why we teach math in our schools.
Figure 1

Figure 2




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