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Unformatted text preview: • determine if a table represents direct variation • write a direct variation equation about a real world situation • linear modeling (2) • find the vertex of an abs. value • write an equation for the translation of an absolute value graph • interpret how an abs. value graph will move (left right or up down) • graph linear inequalities (pick which side to shade) • write equations for the graph of a linear inequality • graph absolute value inequalities example y = x  2 • write equations for the graphs of abs value inequalities • solve systems with substitution / elimination etc • dimensions of a matrix • add matrices • multiply matrices • find determinants and inverses of matrices • determine if a function is linear or quadratic • identify a vertex on a graph • factoring • possibly one more thing that I missed :S...
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This note was uploaded on 05/13/2011 for the course MTH 98 taught by Professor Johnson during the Fall '09 term at Grand Valley State University.
 Fall '09
 Johnson
 Algebra, Equations

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