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((x2–2x–1)/(х–2))+(2/(х–3)) ≤ x;
x(x–2)/(x–2) –(1/(x–2))+(2/(х–3)) ≤ x;
x–(1/(x–2))+(2/(х–3)) ≤ x;
–(1/(x–2))+(2/(х–3)) ≤0;
(–x+3+2x–4)/((x–2)·(x–3))≤0;
(x–1)/((x–2)·(x–3))≤0;
x(x–2)/(x–2) –(1/(x–2))+(2/(х–3)) ≤ x;
x–(1/(x–2))+(2/(х–3)) ≤ x;
–(1/(x–2))+(2/(х–3)) ≤0;
(–x+3+2x–4)/((x–2)·(x–3))≤0;
(x–1)/((x–2)·(x–3))≤0;
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