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What is y=(x-3)^2 when graphing the quadratic equation by plotting points?
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\(\Large\color{blue}{ y=x^2 }\) when you say \(\Large\color{blue}{ y=(x-~v~)^2 }\) you are shifting " \(\Large\color{blue}{ y=x^2 }\) " v units to the right
Hello, Assistant, What you have here is called "horizontal translation." You start with the graph of y=x^2, which is a parabola, and then because of the '-3' included in (x-3), you shift the whole graph of y=x^2 3 units to the RIGHT.. Mind trying this right now? Use the Draw utility if possible.
|dw:1404076816945:dw|
Were you to begin with y=x^2 and change your equation to read y=(x+2)^2, the resulting graph would be that of y=x^2, shifted 2 units to the LEFT.
|dw:1404076872108:dw|
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