Solve the lnequality\

((x-8)(x+1))/(x(x+4))

\ Select the intervats below thist can be combinod to form the ENIIRF solution set for the inequality above.\ NOTE If the interval includes a section such as

(-5,3)

you should choose Orer

(-5,3)

and not

(-5,3)

\

0(-1,0)

\

(-1,0)

\

(-1,0]

\

(8,\\\\infty )

\

(0,6)

\

0(-\\\\infty ,-4]

\

0,8

\

[-4,-1)

\

(-4,-4)

\

-1,0

\

(0,6)

\

0(0,6]

\

0(-4,-1]

\

(-4,-1]

\

0[8,-\\\\infty )

\

(-4,-1)

Solve the Inequally x(x+4)(x8)(x+1)0 Select the intervals below that can be combined to form the ENIIRE solution set for the inequality above. \begin{tabular}{|c|} \hline(1,0) \\ \hline(1,0) \\ \hline(1,0] \\ \hline(8,) \\ \hline(0,8) \\ \hline{,4] \\ \hline[0,8] \\ \hline(4,1) \\ \hline(,4) \\ \hline[3,0] \\ \hline(0,8) \\ \hline[0,8] \\ \hline[4,1] \\ \hline(4,1) \\ \hline[8,) \\ \hline(4,1) \\ \hline \end{tabular}