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Absolute value graphs and graph shifts
- So two final concepts I'll talk about for coordinate geometry. Absolute value graphs and graph shifts. So let's just think about what would we do if we had to graph something like this. F of x equals the absolute value of x. So remember the absolute value of x is the distance from zero. So if we plotted some points and we wanted to figure out what they were, let's see if x is one, then the absolute value of x would also be one, right? So if x is one, then the y value is one. But if x is negative one, the absolute value of negative one is one as well. So if I put in negative one for x, then I get positive one again. If I put in zero for x, the absolute value of zero is zero so there's a point there. As you can see if I put in two for x, the absolute value of two is two so I would have two two as a point. If I put in negative two for x, the absolute value of negative two is also two. So our graph ends up being a V. We sketched it, it looks something like that. So absolute value…
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Operations with expressions3 分钟 46 秒
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Multiplying expressions1 分钟 42 秒
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Algebraic identities3 分钟 5 秒
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Linear equations2 分钟 1 秒
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Linear equations with two variables3 分钟 33 秒
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Quadratic equations4 分钟 5 秒
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Linear inequalities1 分钟 37 秒
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Functions4 分钟 6 秒
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Symbol functions58 秒
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Coordinate geometry4 分钟 26 秒
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Function graphs1 分钟 5 秒
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Distance between points2 分钟 56 秒
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Equation of a line3 分钟 16 秒
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Finding intercepts2 分钟 15 秒
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Special slopes3 分钟 2 秒
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Solving incomplete points and equations2 分钟 21 秒
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Solutions of lines and inequalities3 分钟 8 秒
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Quadratic equation graphs3 分钟 6 秒
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Circle equations2 分钟 47 秒
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Absolute value graphs and graph shifts4 分钟 6 秒
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