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Solve for ff.\newline10=3(f+1)+110 = 3(f + 1) + 1\newlinef=f = _____

Full solution

Q. Solve for ff.\newline10=3(f+1)+110 = 3(f + 1) + 1\newlinef=f = _____
  1. Simplify equation: Simplify the right side of the equation by distributing and combining like terms.\newline10=3(f+1)+110 = 3(f + 1) + 1\newline10=3f+3+110 = 3f + 3 + 1\newline10=3f+410 = 3f + 4
  2. Isolate variable: Isolate the variable ff by subtracting 44 from both sides.\newline104=3f+4410 - 4 = 3f + 4 - 4\newline6=3f6 = 3f
  3. Divide to solve: Divide both sides by 33 to solve for ff. \newline63=3f3\frac{6}{3} = \frac{3f}{3}\newline2=f2 = f