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1/9x^2+11/3x=242
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multiply thru by lcm 9x^2 1+ 33x = 242*9x^2 2178x^2 -33x -1 = 0 using formula; x =[ --33 +- sqrt(33^" - 4 *2178*-1[ / 2*2178
hold on one sec
lets try this. let \[z = \frac{1}{3x}\] then you have \[z^2+11z-242=0\]
k
\[(z-11)(z+22)=0\] \[z=11\] or \[z=-22\]
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now replace \[z=\frac{1}{3x}\] \[\frac{1}{3x}=11\] \[x=\frac{1}{33}\]
or \[\frac{1}{3x}=-22\] \[x=-\frac{1}{66}\]
so two solutions are \[\{\frac{1}{33},-\frac{1}{66}\}\]
good thinking!
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