1. **State the problem:** We are given the equation $$\frac{K + K}{K} = 6$$ and need to find the value of $K$. 2. **Rewrite the numerator:** Note that $K + K = 2K$. 3. **Substitute back into the equation:** The equation becomes $$\frac{2K}{K} = 6$$. 4. **Simplify the fraction:** Since $K \neq 0$, $$\frac{2K}{K} = 2$$. 5. **Set the simplified expression equal to 6:** We have $$2 = 6$$, which is a contradiction. 6. **Conclusion:** There is no value of $K$ (except $K=0$ which is not allowed because it makes the denominator zero) that satisfies the equation. Therefore, the equation has no solution.