a. On the same set of axes (in a different color) sketch the graph of |g(x)|, which is |g(x)| = |(x −2)^2 −1|.
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Expresión 6: "g" left parenthesis, "x" , right parenthesis equals StartAbsoluteValue, left parenthesis, "x" minus 2 , right parenthesis squared minus 1 , EndAbsoluteValuegx=x−22−1
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b. On a new set of axes, sketch the graph of g(|x|), which is g(|x|) = (|x| − 2)^2 − 1.
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Expresión 8: "g" left parenthesis, "x" , right parenthesis equals left parenthesis, StartAbsoluteValue, "x" , EndAbsoluteValue minus 2 , right parenthesis squared minus 1gx=x−22−1
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c. Describe how each of the graphs in parts (a) and (b) are related to the original graph of g(x).