Решение:
- \(2x+4 = x-5\)
\(2x-x = -5-4\)
\(x = -9\) - \(3x-1 = 2x+7\)
\(3x-2x = 7+1\)
\(x = 8\) - \(4x-6 = 3x-1\)
\(4x-3x = 1+6\)
\(x = 7\) - \(8x+2 = 7x-4\)
\(8x-7x = -4-2\)
\(x = -6\) - \(6x+1 = 5x+3\)
\(6x-5x = 3-1\)
\(x = 2\) - \(3x-6 = 2-x\)
\(3x+x = 2+6\)
\(4x = 8\)
\(x = \frac{8}{4}\)
\(x = 2\) - \(5x+11 = -x-1\)
\(5x+x = -1-11\)
\(6x = -12\)
\(x = \frac{-12}{6}\)
\(x = -2\) - \(-2x-3 = 4x-9\)
\(-2x-4x = -9+3\)
\(-6x = -6\)
\(x = 1\) - \(-x+10 = 2x-5\)
\(-x-2x = -5-10\)
\(-3x = -15\)
\(x = 5\) - \(-8x-4 = -3x+6\)
\(-8x+3x = 6+4\)
\(-5x = 10\)
\(x = -2\) - \(-11y-5 = -8y+7\)
\(-11y+8y = 7+5\)
\(-3y = 12\)
\(y = -4\) - \(-4c+9 = c-1\)
\(-4c-c = -1-9\)
\(-5c = -10\)
\(c = 2\) - \(6-8t = 1-3t\)
\(-8t+3t = 1-6\)
\(-5t = -5\)
\(t = 1\) - \(-1+m = -7-2m\)
\(m+2m = -7+1\)
\(3m = -6\)
\(m = -2\) - \(-3p-11 = 9+2p\)
\(-3p-2p = 9+11\)
\(-5p = 20\)
\(p = -4\)
Ответ: 1) x = -9; 2) x = 8; 3) x = 7; 4) x = -6; 5) x = 2; 6) x = 2; 7) x = -2; 8) x = 1; 9) x = 5; 10) x = -2; 11) y = -4; 12) c = 2; 13) t = 1; 14) m = -2; 15) p = -4.