solve the compound inequality 2t<=-4
To solve the compound inequality 2t <= -4, we can divide both sides of the inequality by 2:
2t/2 <= -4/2
This simplifies to:
t <= -2
Therefore, the solution to the compound inequality is t <= -2.
2t/2 <= -4/2
This simplifies to:
t <= -2
Therefore, the solution to the compound inequality is t <= -2.