Which of the following is not valid Boolean algebra rule?
- A. $X \cdot X = X$
- B. $(X + Y) \cdot X = X$
- C. $\overline{X} + XY = Y$
- D. $(X + Y) \cdot (X + Z) = X + YZ$
Answer: C. $\overline{X} + XY = Y$
Explanation: $\overline{X} + XY = \overline{X} + Y$. It is not equal to $Y$.