$\frac{x-1}{13}$ - $\frac{x-2}{12}$ - $\frac{x-3}{11}$ - 3 = 0
⇔ $\frac{12.11.(x-1)}{1716}$ - $\frac{13.11.(x-2)}{1716}$ - $\frac{13.12.(x-3)}{1716}$ - 5148/1716 = 0
⇔ $\frac{132.(x-1)}{1716}$ - $\frac{143.(x-2)}{1716}$ - $\frac{156.(x-3)}{1716}$ - 5148/1716 = 0
⇔ $\frac{132.x-132}{1716}$ - $\frac{143.x-286}{1716}$ - $\frac{156.x-468}{1716}$ - 5148/1716 = 0
⇔ $\frac{132.x-132-(143.x - 286) - (156.x - 468) - 5148}{1716}$ = 0
⇔ $\frac{132.x-132-143.x + 286 - 156.x + 468 - 5148}{1716}$ = 0
⇔ $\frac{-167.x-4526}{1716}$ = 0
⇔ -167.x - 4526 = 0
⇔ -167.x = 4526
⇔ x = -4526/167
Vậy x = -4526/167