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Solve for nn.\newline3(n + 11) + 10 < 4

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Full solution

Q. Solve for nn.\newline3(n+11)+10<43(n + 11) + 10 < 4
  1. Distribute and Simplify: First, distribute the 33 into the parentheses.3(n + 11) + 10 < 43n + 33 + 10 < 4
  2. Combine Like Terms: Combine like terms on the left side of the inequality.\newline3n + 33 + 10 < 4\newline3n + 43 < 4
  3. Isolate Variable Term: Subtract 4343 from both sides to isolate the term with the variable nn.\newline3n + 43 - 43 < 4 - 43\newline3n < -39
  4. Solve for nn: Divide both sides by 33 to solve for nn.\frac{3n}{3} < \frac{-39}{3}n < -13

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