| x + 4 |/ ( | x + 6 | - 2 ) > = 1 ; | x + 4 |/ ( | x + 6 | - 2 ) * ( | x + 6 | - 2 ) > = 1 * ( | x + 6 | - 2 ) ; | x + 4 |/ 1 * 1 > = | x + 6 | - 2 ; | x + 4 | > = | x + 6 | - 2 ; 1 ) x + 4 > = | x + 6 | - 2 ; x + 4 + 2 > = | x + 6 | ; x + 6 > = | x + 6 | ; | x + 6 | < = x + 6 ; a ) x + 6 < = x + 6 ; Нет решения ; б ) - ( x + 6 ) < = x + 6 ; x + 6 > = - x - 6 ; 2 * x > = - 12 ; x > = - 6 ;2 ) - ( x + 4 ) > = | x + 6 | - 2 ; - x - 4 > = | x + 6 | - 2 ; - x - 4 + 2 > = | x + 6 | ; | x + 6 | < = - x - 2 ; a ) x + 6 < = - x - 2 ; 2 * x < = - 2 - 6 ; 2 * x < = - 8 ; x < = - 4 ; б ) - ( x + 6 ) < = - x - 2 ; x + 6 > = x + 2 ; Нет решения ; Объединяя x > = - 6 и x < = - 4 получим: - 6 < = x < = - 4.