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Solve for b.b. \newline9=3(b17)9 = 3(b - 17) \newlineb=b=\square

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Q. Solve for b.b. \newline9=3(b17)9 = 3(b - 17) \newlineb=b=\square
  1. Identify Equation and Goal: Identify the equation and the goal.\newlineWe are given the equation 9=3(b17)9 = 3(b - 17) and we need to solve for bb.
  2. Divide to Isolate Term: Divide both sides of the equation by 33 to isolate the term with bb. \newline93=3(b17)3\frac{9}{3} = \frac{3(b − 17)}{3}\newlineThis simplifies to 3=b173 = b − 17.
  3. Add to Solve for b: Add 1717 to both sides of the equation to solve for bb. \newline3+17=b17+173 + 17 = b - 17 + 17\newlineThis simplifies to 20=b20 = b.