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1
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Two distinct points P and P' are symmetric with respect to a line L if and only if L is the perpendicular bisectorof PP'.
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2
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They occur when the degree of the numerator of s rational function is exactly one greater than that of the denominator.
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3
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An anchor graph from which other graphs in the family are derived.
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4
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If there is a break in the graph of the function at the point.
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5
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The relationship between braking distance and car speed.
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6
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A point that represents the minimum for a certain interval.
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7
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Functions whose graphs are symmetric with respect to the y-axis.
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8
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The least value of a function.
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9
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Two distinct points P and P' are symmetric with respect to point M if and only if M is the midpoint of PP'.
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11
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A function that is impossible to graph in the real number system is said to be...
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16
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Describes what the y-values do as {x} becomes greater and greater.
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20
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A critical point of a graph where the curve changes from an increasing curve to a decreasing curve.
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22
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The greatest value that a function assumes over its domain.
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24
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Functions whose graphs are symmetric with respect to the origin.
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25
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A point that represents the maximum or minimum for a certain interval.
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26
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A point that represents the maximum for a certain interval.
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29
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This type of variation occurs when one quantity varies directly as the product of two or more other quantities.
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30
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If and only if the function is increasing on I or decreasing on I.
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31
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Sovles for the y after switching variables.
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32
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Points on a graph at which a line drwan tangent to the curve is horizontal or vertical.
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33
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When applying point symmetry to a set of points, each point P in the set must have an image point P' which in the set.
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