Respuesta :

Explanation

  • Part A

Jillian is incorrect because the shown graph is not a radical function but a logarithmic function instead. Both radical and logarithmic increase for f(x) when x increases as well.

Note that radical functions do not have any asymptotes, that includes vertical and horizontal.

  • Part B

The shown graph is a logarithmic function. The name already says it. The logarithmic function is part of logarithmic where the equation is

[tex] log_{a}(m) = n[/tex]

Answer

  • Part A — Jillian is incorrect. The graph has vertical asymptote at x = 0, and radical functions do not have vertical asymptote.
  • Part B — logarithmic
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