xϵ[7;+∞)   - x–7≥0, xϵ(10;+∞)   - –14+x>–4, xϵ[11;+∞)   - x+13≥24, xϵ(–∞;15)   - 4x+25<85, xϵ(–∞;11]   - –4x+6≥–38, xϵ[6;+∞)   - 7x–30≥12, xϵ(–1;+∞)   - –26–3x<–23, xϵ(–10;+∞)   - 4x–28>–68, xϵ(–∞;–15]   - –7x+30≥135, xϵ(–2,6;+∞)   - 25+10x>–1, xϵ(–∞;6,2)   - –5x+16>–15, xϵ(–∞;5,5]   - –20–2x≥–31, xϵ(–∞;–4]   - –37–9x≥3x+11, xϵ(–∞;13)   - 5x–22<134–7x, xϵ[–12;+∞)   - –28–5x≤80+4x, xϵ(–8;+∞)   - 5+9(x–4)>–8x–167, xϵ(–∞;–5)   - –2x+58<–9(x–5)–22, xϵ(–∞;–11)   - 8x+100<2(x+8)+18, xϵ(–5;+∞)   - 4x–21>–41, xϵ(–∞;–1)   - 13+5x<8, xϵ[–∞;–12)   - 5x+13≤–47, xϵ(–3.8;+∞)   - –1+5x>–20, xϵ(–∞;–4.2]   - –22+5x≤–43, xϵ(–∞;0,4]   - –13–5x≥–15, xϵ(–∞;12]   - 26–5x≥6x–106, xϵ[–9;+∞)   - –14+3x≥–9x–122  , xϵ(–∞;–10)   - 16–7x>6x+146  , xϵ[10;+∞)   - 9(x–3)+11≥14+6x , xϵ(–∞;–1]   - –3+8(x+5)≤–2x+27 , xϵ(–∞;6] - 5(x–8)+62≤–4x+76,

А-8. Сопоставить решение неравенств

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