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3 > (u+3)/(3)

3>\frac{u+3}{3}

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Full solution

Q. 3>u+33 3>\frac{u+3}{3}
  1. Multiply by 33: To solve the inequality 3 > \frac{u+3}{3}, we need to isolate the variable uu on one side of the inequality.\newlineFirst, we multiply both sides of the inequality by 33 to eliminate the denominator.\newline3 \times 3 > \frac{u+3}{3} \times 3
  2. Simplify inequality: After multiplying both sides by 33, we simplify the inequality.9 > u + 3
  3. Subtract 33: Next, we subtract 33 from both sides to isolate uu. \newline9 - 3 > u + 3 - 3
  4. Isolate variable: Simplifying the inequality after subtraction gives us the value of uu.6 > u
  5. Rewrite inequality: We can rewrite the inequality to make it more clear.\newlineu < 6\newlineThis means that the value of uu must be less than 66 for the original inequality to hold true.

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