f(x)=((4/9))(((ωx+2)^2 )/([(ωx+11)^2 −117])) +((8/5))(1/([(ωx+11)^2 −117])) find real x such that f(x) is real. I dont want x=−2.


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Question Number 158067 by ajfour last updated on 30/Oct/21

$f (x) = (\frac{4}{9}) \frac{{(ω x + 2)}^{2}}{[{(ω x + 11)}^{2} - 117]}$ $+ (\frac{8}{5}) \frac{1}{[{(ω x + 11)}^{2} - 117]}$ $f i n d r e a l x s u c h t h a t f (x)$ $i s r e a l . I d o n t w a n t x = - 2 .$
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