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Last time, we looked at some non-recommended ways to factor a quadratic trinomial.
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Recently in my college tutoring center, a student factored a quadratic polynomial using the X method, which I had heard of, but never watched being done for a hard example.
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Last time, we considered what the normal distribution and the z-score mean; here, we’ll look at some more recent questions demonstrating how to use them.
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Last time we looked at some questions about drawing or interpreting the normal curve (graph of the normal distribution).
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We’ll look here at a recent question, and another from a year ago that it reminded me of.
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Having looked at words for large numbers, let’s turn to the less-asked, but still interesting, question of where our words (in English) for ordinary little numbers come from.
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Last time we looked at names of anniversaries (like “semiquincentennial” for the 250th), and other words based on Latin numbers (like “septuplets” for 7 babies).
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This is the 250th anniversary of the United States, and as a result we’ve heard the term “semiquincentennial” a lot.
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Recently, a teacher in Bangladesh asked us how to answer students’ common questions about his version of the proof that the square root of 2 is an irrational number.
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Last time we looked at what hyperbolic functions are, as a parallel world to trigonometric (circular) functions.
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Hyperbolic functions are functions that form a sort of parallel universe to the trigonometric functions.
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A recent question asked about quadratic inequalities; we’ve touched on that in Domain, Range, and Quadratic Inequalities, but here we’ll introduce three basic approaches.