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in this lesson we're going to look at some characteristics of parabas we're going to learn how to draw a parabola without having to plug in all different x's and and generate a whole bunch of points so first of all let's remember that all quadratic functions graph parabas and by quadratic I mean something that has an X squ term so any function that contains an squared term and nothing higher is going to graph a parabola and a parabola basically looks like this it's kind of a U-shaped or a bowl shaped graph and it has a place where it bends and that bending place is called the vertex this happens to be the graph of y = x^2 okay now just like we did with lines and we learned to recognize the slope intercept form there's a a form with quadratic functions that we want to learn how to recognize and that's called the standard form F ofx = A * x - h^ 2 + K and these variables here the A and the H and the K all mean something important to the graph first of all let&

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1 Worksheet Characteristics of Parabolas Form

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Video instructions and help with filling out and completing 1 Worksheet Characteristics Of Parabolas Form

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How to create an eSignature for the 1 worksheet characteristics of parabolas

How to create an electronic signature for a PDF online

How to create an electronic signature for a PDF in Google Chrome

How to create an e-signature for signing PDFs in Gmail

How to create an e-signature right from your smartphone

How to create an e-signature for a PDF on iOS

How to create an e-signature for a PDF on Android

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