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Solve for ff.\newline3(f9)=183(f - 9) = 18\newlinef=f = _____\_\_\_\_\_

Full solution

Q. Solve for ff.\newline3(f9)=183(f - 9) = 18\newlinef=f = _____\_\_\_\_\_
  1. Distribute 33 to terms: Distribute the 33 to both terms inside the parentheses.\newlineCalculation: 3(f9)=3f273(f - 9) = 3f - 27
  2. Add 2727 to isolate: Add 2727 to both sides to isolate the term with ff.\newlineCalculation: 3f27+27=18+273f - 27 + 27 = 18 + 27\newline3f=453f = 45
  3. Divide both sides: Divide both sides by 33 to solve for ff.\newlineCalculation: 3f3=453\frac{3f}{3} = \frac{45}{3}\newlinef=15f = 15