SOLUTION: can you please check this for me. It is part of my final solve (x+14)(x-19)(x+1)>0 my answer was {x|-14 < x < -1 or x > 19} other options are B. the solution is all real numb

Algebra ->  Radicals -> SOLUTION: can you please check this for me. It is part of my final solve (x+14)(x-19)(x+1)>0 my answer was {x|-14 < x < -1 or x > 19} other options are B. the solution is all real numb      Log On


   



Question 519585: can you please check this for me. It is part of my final
solve
(x+14)(x-19)(x+1)>0
my answer was {x|-14 < x < -1 or x > 19}
other options are
B. the solution is all real numbers
C. there is no solution

Answer by Edwin McCravy(20056) About Me  (Show Source):
You can put this solution on YOUR website!
{x|-14 < x < -1 or x > 19}

is correct and sometimes that's written as

 (-14,-1) U (x, infinity)

Edwin