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Pre-Calculus I 1.2 Graphs, Functions and Models A relation is a set
Pre-Calculus I 1.2 Graphs, Functions and Models A relation is a set

PreCalculus Review Packet
PreCalculus Review Packet

... Generalizations for Polynomial Functions - The domain for all polynomial functions is ALWAYS _______________ - The degree of a polynomial is ________________________________ - Graph behavior based on its degree: End behavior: Number of ‘turning points’ A function is said to be even if ...
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Lecture Notes for Section 2.4

... which there are points on the graph. o No vertical lines to the left of this lower bound will intersect the graph of the function. o If there is no lower bound, then the domain extends to “negative infinity.”  The upper bound for the domain of a function specified by a graph is the greatest x value ...
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... • I can write a solution in Inequality Notation and Interval Notation • I can solve and graph inequalities with one variable ...
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... between the number of empty lockers in a school at the start of several years. Based on this relationship, which is the best prediction for the number of empty lockers in 2010? ...
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Median graph



In graph theory, a division of mathematics, a median graph is an undirected graph in which every three vertices a, b, and c have a unique median: a vertex m(a,b,c) that belongs to shortest paths between each pair of a, b, and c.The concept of median graphs has long been studied, for instance by Birkhoff & Kiss (1947) or (more explicitly) by Avann (1961), but the first paper to call them ""median graphs"" appears to be Nebeský (1971). As Chung, Graham, and Saks write, ""median graphs arise naturally in the study of ordered sets and discrete distributive lattices, and have an extensive literature"". In phylogenetics, the Buneman graph representing all maximum parsimony evolutionary trees is a median graph. Median graphs also arise in social choice theory: if a set of alternatives has the structure of a median graph, it is possible to derive in an unambiguous way a majority preference among them.Additional surveys of median graphs are given by Klavžar & Mulder (1999), Bandelt & Chepoi (2008), and Knuth (2008).
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