From the course: Test Prep: GRE
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Circle equations
- One other kind of equation you might see in the coordinate plane is the equation of a circle. We are used to dealing with circles in geometry. Finding their areas and their circumferences, but you might have to deal with them in the coordinate plane as well so let me give you the blueprint for the equation of a circle. It's going to be x minus h squared plus y minus k squared equals r which stands for the radius squared. If we have an equation of a circle, I'll give you an example. What if we had one that looked like this. x minus two squared plus y minus two squared equals 16. That would tell me the radius of the circle is four, right, because 16, this number is the radius squared, so we would take the square root of it to find the actual radius, so the radius is four. Then, h and k are the coordinates of the center of the circle. It's always in this format x minus h, y minus k, so the coordinates of the center of this circle because the minus signs here are just part of the…
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Operations with expressions3m 46s
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Multiplying expressions1m 42s
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Algebraic identities3m 5s
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Linear equations2m 1s
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Linear equations with two variables3m 33s
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Quadratic equations4m 5s
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Linear inequalities1m 37s
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Functions4m 6s
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Symbol functions58s
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Coordinate geometry4m 26s
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Function graphs1m 5s
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Distance between points2m 56s
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Equation of a line3m 16s
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Finding intercepts2m 15s
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Special slopes3m 2s
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Solving incomplete points and equations2m 21s
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Solutions of lines and inequalities3m 8s
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Quadratic equation graphs3m 6s
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Circle equations2m 47s
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Absolute value graphs and graph shifts4m 6s
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