xϵ[13;+∞)  - –4+x≥9  , xϵ(–∞;15) - x–7<8 , xϵ(13;+∞)   - x+21>34, xϵ[6;+∞)  - –6x+10≤–26, xϵ[14;+∞)  - –8x–21≤–133, xϵ[4;+∞)  - 19–6x≤–5, xϵ(–∞;–6]  - –5x–17≥13, xϵ(–10;+∞)  - 9x+9>–81, xϵ(–∞;–7]  - 14+4x≤–14, xϵ(0.75;+∞)  - –4x+30<27, xϵ[9.5;+∞)  - 27–2x≤8, xϵ(–∞;–0.75)  - 8x–19<–25, xϵ(4;+∞)  - 31+6x<9x+19, xϵ[–1;+∞)  - 2x+39≤41+4x, xϵ(–∞;–2] - 5x+30≤16–2x, xϵ[–2;+∞)  - 6(x–6)+61≥–8x–3 , xϵ[3;+∞)  - 12–8x≤3(x+4)–33, xϵ(–∞;7] - 56–2x≥7(x+3)–28, xϵ(–8;+∞)   - –7x+14<70; , xϵ[–14;+∞)   - –20–7x≤78, xϵ[–11;+∞)   - 18–6x≤84, xϵ(–∞;1.75]   - –8x–27≥–41, xϵ(5.5;+∞)   - –2x–24<–35, xϵ[–0.375;+∞)   - 17+8x≥14, xϵ(–∞;–10)   - 22+2x>52+5x  , xϵ(–∞;–7)   - 5x–1>9x+27 , xϵ[–4;+∞)   - –2x+15≤9x+59  , xϵ[–7;+∞)   - –41–6(x–3)≤40+3x , xϵ[–13;+∞)   - 34+5(x–9)≥–6x–154 , xϵ(–∞;–12) - –38+6(x+8)<–170–9x,

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