Here is the logic gate diagram for the Boolean function $F = B(A' + C)$. Let me know if you need any modifications or explanations!

Would you like a breakdown of the circuit design?

Here are some related questions to explore:

1. How do different logic gates work?
2. How can we simplify Boolean expressions using Karnaugh maps?
3. What are De Morgan’s laws and how do they apply to logic circuits?
4. How can we implement logic circuits using only NAND or NOR gates?
5. How do truth tables help in designing logic circuits?

Tip: Boolean algebra can help simplify complex logic circuits, reducing the number of gates needed.