### Exercise 3: Doing More with NAND Gates#### a) Constructing Logic Gates from NAND Gates**Objective:** Demonstrate how AND and OR gates can be constructed using only NAND gates.- **Hint:** Use De Morgan’s Laws to assist in designing these gates.#### b) Realizing an XOR Gate with NAND Gates**Objective:** Show how to implement an XOR gate \( (A \oplus B = \overline{A} \cdot B + A \cdot \overline{B}) \) using only NAND gates.This exercise focuses on the creativity and application of fundamental logic principles, such as De Morgan’s Laws, to develop complex logic gate functions using a universal gate (NAND). By learning to create these basic gates and circuits, students gain a deeper understanding of digital logic design and the versatility of NAND gates in computational architectures.

We know the output of NAND gate with input A and B is So the AND gate can be formed with NAND gate…

Answered: 3) Doing more with more... a) Show how…