1) 5*(х+9) = 6*(х-2)
5х + 45 = 6х - 12
6х - 5х = 45 + 12
х = 57
2) 9/(3*(-7)-(-7)^2) - 3/(-7) = 9/(-21-49) + 3/7 = -9/70 + 3/7 = -9/70 + 30/70 = 21/70 = 3/10 = 0.3
3) не имеет решения неравенство г), т.к.:
x^2-10x+109 = x^2-10x+25+84 = (x-5)^2 + 84
(x-5)^2 > 0
84 > 0
=> x^2-10x+109 не может быть <0
1) 5*(х+9) = 6*(х-2)
5х + 45 = 6х - 12
6х - 5х = 45 + 12
х = 57
2) 9/(3*(-7)-(-7)^2) - 3/(-7) = 9/(-21-49) + 3/7 = -9/70 + 3/7 = -9/70 + 30/70 = 21/70 = 3/10 = 0.3
3) не имеет решения неравенство г), т.к.:
x^2-10x+109 = x^2-10x+25+84 = (x-5)^2 + 84
(x-5)^2 > 0
84 > 0
=> x^2-10x+109 не может быть <0