They didn`t, and so this question turned into a really fruitful discussion of limits, algebra, and trig identities. As I said to my students, it was a hard question, but I don`t regret asking it. (And I was ... As the lecture progressed, I added things to the list of important ideas that they should know—both to highlight the big ideas from the lecture, and to give them something to study for the next exam. The first fun fact was the derivative \[ \frac{d}{dx} \log_{a}(x) = \frac{1}{x\ln(a)},
algebra 1 big ideas
I challenge you to a duel... If that`s what it takes to finally unleash the Big Idea that`s buried inside you. That`s what it took for Évariste Galois. Galois was born in France in 1811. During his teens he showed extraordinary brilliance as a mathematician, particularly in algebra. For years he struggled obsessively with a set of ... The night before the fateful duel, Galois wrote a summary of all his thoughts on algebraic equations. He poured out ideas, some that he had& ...
To celebrate I thought I would return to my favorite educational whipping boy* Algebra I. There are so many reasons for dumping on Algebra but a timely one (on this blog milestone) comes from the fact that one of my blog posts on math was quoted in the recently-released .... Here is a thought experiment: can you identify 4 big ideas in algebra, ideas that not only provide a powerful set of intellectual priorities for the course but that have rich connections to other fields?
What`s the Big Idea with Algebra 2? Lately, I`ve been following some of the conversation around the big ideas in an advanced algebra/pre-calculus course. The Global Math Department* hosted an interesting panel discussion& ...
They didn`t, and so this question turned into a really fruitful discussion of limits, algebra, and trig identities. As I said to my students, it was a hard question, but I don`t regret asking it. (And I was ... As the lecture progressed, I added things to the list of important ideas that they should know—both to highlight the big ideas from the lecture, and to give them something to study for the next exam. The first fun fact was the derivative \[ \frac{d}{dx} \log_{a}(x) = \frac{1}{x\ln(a)},
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Algebra 1 Big Ideas
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Algebra 1 Big Ideas
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