1. **State the problem:** Solve the two-step linear equation $$7k - 201 = 730$$ for the variable $k$. 2. **Add 201 to both sides:** To isolate the term with $k$, add 201 to both sides of the equation. $$7k - 201 + 201 = 730 + 201$$ This simplifies to: $$7k = 931$$ 3. **Divide both sides by 7:** To solve for $k$, divide both sides by 7. $$\frac{7k}{\cancel{7}} = \frac{931}{\cancel{7}}$$ This simplifies to: $$k = \frac{931}{7}$$ 4. **Calculate the division:** $$k = 133$$ **Final answer:** $$k = 133$$