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Notes Packet on Quadratic Functions and Factoring Form

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this section is 2.1 it's on quadratic function so it's gonna be a huge review of stuff you did in algebra 2 so when we think of quadratics we think of x squared or parabolas or u-shaped looking graphs and so this is the parent function of a quadratic f of x equals x squared so if we go off of our domain rules we know that the domain for this is all real numbers if we think about the range of this function so range is talking about how far up and how far down a graph goes now we know that this graph since there are arrows on the end of this parabola is going up forever but where does it stop well if we go down the graph we don't have anything that goes past when y is 0 so we don't have any negatives this is right where our graph starts so we can write the range as Y is greater than or equal to 0 because this function stops right here that's as far down as it goes now if we think about where this function is increasing that would be from 0 to infin

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