Solve the inequality -6(x + 3) \(\leq\) 4(x - 2)
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Correct Answer: Option B
Explanation:
-6(x + 3) \(\leq\) 4(x - 2)
-6(x +3) \(\leq\) 4(x - 2)
-6x -18 \(\leq\) 4x - 8
-18 + 8 \(\leq\) 4x +6x
-10Â \(\leq\) 10x
10x \(\geq\) -10
x \(\geq\) -1
-6(x + 3) \(\leq\) 4(x - 2)
-6(x +3) \(\leq\) 4(x - 2)
-6x -18 \(\leq\) 4x - 8
-18 + 8 \(\leq\) 4x +6x
-10Â \(\leq\) 10x
10x \(\geq\) -10
x \(\geq\) -1