Question: User: b=$(12b+1)$
1. **State the problem:** Solve the equation $b = 12b + 1$ for $b$.
2. **Rewrite the equation:**
$$b = 12b + 1$$
3. **Isolate the variable $b$ on one side:**
Subtract $12b$ from both sides:
$$b - 12b = 12b + 1 - 12b$$
$$\cancel{b} - \cancel{12b} = 1$$
$$-11b = 1$$
4. **Solve for $b$:**
Divide both sides by $-11$:
$$b = \frac{1}{-11} = -\frac{1}{11}$$
5. **Final answer:**
$$b = -\frac{1}{11}$$
This means the value of $b$ that satisfies the equation is $-\frac{1}{11}$.