WEBVTT
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our goal is to graft dysfunction, but we want
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to do it by thinking about the parent function,
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which is y equals X squared and what kinds of
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transformations would have taken place. So we need to
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change how this function looks before we can figure that
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out. So what I'm going to do is complete
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this square and I have y equals X squared minus
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four X plus four. That's a perfect try.
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No meal square plus one. So I just broke
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up the plus five into plus Foreign plus one.
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Now we can write the perfect try no meal square
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as X minus two quantity squared. So looking at
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this graph, this would be the original function y
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equals X squared, shifted to the right one,
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rescued me right to and shifted up one. Okay
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, so let's take a look at the regular graph
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of y equals X squared. Just it's for Texas
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00 problem opening up. So now if we shift
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that to the right to and up one, we
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get something like this