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Solve for uu.\newline6(u - 16) > 12

Full solution

Q. Solve for uu.\newline6(u16)>126(u - 16) > 12
  1. Distribute 66: First, we need to distribute the 66 across the terms inside the parentheses.\newline6(u - 16) > 12\newline6 \times u - 6 \times 16 > 12\newline6u - 96 > 12
  2. Isolate variable term: Next, we isolate the variable term by adding 9696 to both sides of the inequality.\newline6u - 96 + 96 > 12 + 96\newline6u > 108
  3. Solve for u: Finally, we solve for u by dividing both sides of the inequality by 66. \newline\frac{6u}{6} > \frac{108}{6}\newlineu > 18

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