We're the best in the west, as our intro accent suggests. But soon thereafter, we jump into analyzing the transformations of quadratic graphs and functions in vertex form. That includes the concepts of vertical shift, horizontal shift, and stretch. We graph as well, using symmetry. The last problem is to create an equation of a quadratic function, given the vertex and a point. YAY MATH!

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Tagged under: vertex form,pre algebra,statistics,stat,facing ,=^2,parabola,Quantitative,college algebra,ACT math,GRE,vertical shift,plotting points,graphing,SAT 2,math videos,horizontal stretch,precalculus,facing ,algebra,SAT math,algebra 2,vertical stretch,analyazing quadratic functions,calculus,symmetry,math analysis,geometry,intermediate algebra,horizontal shift,wide parabola,narrow parabola,transformations quadratic graphs

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