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12 questions from this quiz
x>9x > 9x>9
x≥52x \geq \frac{5}{2}x≥25
x>133x > \frac{13}{3}x>313
x≤−1411x \leq \frac{-14}{11}x≤11−14
x≤−6x \leq -6x≤−6
When dividing by a negative number
666
8x−128x - 128x−12
2(2x−1)≥3(5x+4)2(2x - 1) \geq 3(5x + 4)2(2x−1)≥3(5x+4)
−2x+7≤2-2x + 7 \leq 2−2x+7≤2
x can be any number greater than 9
2x−112x - 112x−11
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