Answer:
(x) is: [x \in [-1, 1]]
Step-by-step explanation:
(3x \geq -3):
To isolate (x), divide both sides of the inequality by 3: [x \geq -1]
(4x \leq 4):
To isolate (x), divide both sides of the inequality by 4: [x \leq 1]
Now let’s combine the two inequalities:
The solution lies in the overlapping region between (x \geq -1) and (x \leq 1).
Therefore, the solution interval for (x) is: [x \in [-1, 1]]
Wrong? Please tell me by replying below.
