\(x+17\) \(⋮\) \(x\) + 11 đkxđ \(x\) \(\ne\) - 11
\(x+11\) + 6 ⋮ \(x\) + 11
6 \(⋮\) \(x+11\)
\(x+11\) \(\in\) Ư(6) = { -6; -3; -2; -1; 1; 2; 3; 6}
\(x\) \(\in\) { -17; - 14; -13;-12; -10; - 9; -8; -5}
X + 17 = X + 11 + 6
Để (X + 17) ⋮ (X + 11) thì 6 ⋮ (X + 11)
⇒ X + 11 ∈ Ư(6) = {-6; -3; -2; -1; 1; 2; 3; 6}
⇒ X ∈ {-17; -14; -13; -12; -10; -9; -8; -5}