compare and contrast the properties of these functions: y=x^(2n) and y=x^(2n+1) for n in N (commonalities...

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compare and contrast the properties of these functions: y=x^(2n) and y=x^(2n+1) for n in N (commonalities and differences between odd powers abd even powers) Example: y=x^(2n) existence of symmetry line to the graph (0,0) all reals both domain is all reals y=x^(2n+1) existence of symmetry point of the graph Range is compare and contrast the properties of these functions: y=x^(2n) and y=x^(2n+1) for n in N (commonalities and differences between odd powers abd even powers) Example: y=x^(2n) existence of symmetry line to the graph (0,0) all reals both domain is all reals y=x^(2n+1) existence of symmetry point of the graph Range is

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The functions y x2n and y x2n1 are both power functions with variable exponent 2n and 2n1 respective... View the full answer