B Consider the function gx 1fx I Identify the vertical asym


B. Consider the function g(x) = (1)/(f(x))

I. Identify the vertical asymptote(s) of the function g.

II. Identify the horizontal asymptote(s) of the function g.

III. What is the vertical intercept of the function g.

IV. What are the root(s) of the function g.
16 12 12 -16 2 -8 -12 16

Solution

Solution

                 Use   the Graph   below   to answer   the Questions   Below

         B )    Consider   the    function        g(x) = 1/f(x)

          I )        To    identify   the   Vertical   Asymptote of    the   function   g

                      For   the   Vertical   Asymptote   of    the   function    g     

                      Here , We   have   to   find   the Points   where   f(x) = 0

                      We    have    f(x) = 0      

                      At       x = 1 , y = 0

                             

   II )        To     identify    the   horizontal    Asymptote   of    the    function    g

               Here , We    have   to    find   the   Points    At    x = 0

                 x = 0 , y = - 4

   III )    To find the    Vertical intercept of the    function g

   For    the Vertical intercept    of the    function g , We   have

                   x = 0     , y = - 4

      

                

                

                  

                 

                     

              

                

 B. Consider the function g(x) = (1)/(f(x)) I. Identify the vertical asymptote(s) of the function g. II. Identify the horizontal asymptote(s) of the function g.

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