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Solve for bb.\newline2(b11)=82(b - 11) = 8\newlineb=b = ____\_\_\_\_

Full solution

Q. Solve for bb.\newline2(b11)=82(b - 11) = 8\newlineb=b = ____\_\_\_\_
  1. Distribute 22: Step 11: Distribute the 22 into the parentheses.\newlineCalculation: 2(b11)=2b222(b - 11) = 2b - 22
  2. Add 2222: Step 22: Add 2222 to both sides to isolate the term with bb.\newlineCalculation: 2b22+22=8+222b - 22 + 22 = 8 + 22
  3. Simplify equation: Step 33: Simplify both sides of the equation.\newlineCalculation: 2b=302b = 30
  4. Divide by 22: Step 44: Divide both sides by 22 to solve for bb.\newlineCalculation: b=302b = \frac{30}{2}