34. solve the inequality below. \n\\(\\frac{x - 13}{-6}<3\\)

planation:

Step1: 不等式两边同乘 -6

Multiply both sides of the inequality $\frac{x - 13}{-6}<3$ by - 6. According to the rule of inequality, when multiplying both sides of an inequality by a negative number, the direction of the inequality sign is reversed. So we get $x-13>3\times(-6)$. $x - 13>-18$

Step2: 不等式两边加13

Add 13 to both sides of the inequality $x - 13>-18$. $x>-18 + 13$ $x>-5$

Answer:

$x>-5$