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The content of this documents is to know and improved our competences in teaching mathematics. Competencies are defined as groups or clusters of skills and abilities needed for a particular task. The objectives focus on the behaviors which exemplify “best practice” for the particular task. Such behavior ranges from a “beginner” or “novice” level up to the level of “expert”
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Arguments on why Mathematics should not be taught in the Primary Grades Rebuttals Argument 1: Math is a time-consuming, linear process of learning. You need to learn one thing before you learn another in order to advance. And during that process, you learn new ways to think and see the world. This is true of learning a second language if one is not spoken at home. This is true of learning to play music. There are many ways to expand one’s thinking. There is no reason why everyone should choose math and some people choose to add music or a language. Math helps us think analytically and have better reasoning abilities. Analytical thinking refers to the ability to think critically about the world around us. Reasoning is our ability to think logically about a situation. Analytical and reasoning skills are important because they help us solve problems and look for solutions. While it may seem farfetched to think that solving the train problem above can help you solve a problem in your life, the skills that you use in framing the problem, identifying the knowns and unknowns, and taking steps to solve the problem can be a very important strategy that can be applied to other problems in life. Argument 2: “People come into really basic math classes in college and flounder because their foundations are laid so poorly, and what little they do know is in the form of memorized formulas and ad hoc processes. So they aren’t able to apply logical processes in any way, which is supposedly the entire point of learning math. To live in a mathematically-driven world and not know math is like walking through an art museum with your eyes closed. Learning and appreciating math can help you appreciate things that you would not otherwise notice about the world. In reality, math is everywhere! Don’t believe me? Read on for some examples of math in nature. Argument 3: What we teach in science is cultural, and test- based, and effectively random. If you live on a farm, you know tons of science. If you get a childhood disease you know tons of science. The same is true with math. You learn what Obviously, mathematicians and scientists rely on mathematical principles to do the most basic aspects of their work such as test hypotheses. While scientific careers famously involve math, they are not the only careers to do so. Even operating a cash register requires that one understands basic arithmetic. People working in a factory must be able to do mental