Question

solve for b.\\(\frac{a - b}{3}=l\\)\\(b =\\)

Explanation:

Step1: Multiply both sides by 3

To eliminate the denominator, we multiply both sides of the equation \(\frac{a - b}{3}=L\) by 3. This gives us \(3\times\frac{a - b}{3}=3\times L\), which simplifies to \(a - b = 3L\).

Step2: Solve for b

We want to isolate \(b\), so we can rearrange the equation \(a - b = 3L\) by subtracting \(a\) from both sides and then multiplying by - 1. First, subtract \(a\) from both sides: \(-b=3L - a\). Then multiply both sides by - 1 to get \(b=a - 3L\).

Answer:

\(a - 3L\)