Question

Write the logical Expression and Draw the Truth table for the following questions

Answer 1

The logical expressions are

• (X NOR Y ) OR Z ⇒ $(\bar X \bar + \bar Y) + Z$
• (A NAND B) AND NOT C ⇒ $(\bar A \bar \cdot\bar B) \cdot \bar C$

How to determine the logical expressions?

Logical expression 1

X and Y are linked by the NOR gate.

So, we have:

X NOR Y

The X NOR Y is linked to Z by the OR gate.

So, we have:

(X NOR Y) OR Z

Hence, the logical expression is (X NOR Y ) OR Z ⇒ $(\bar X \bar + \bar Y) + Z$

Logical expression 2

A and B are linked by the NAND gate.

So, we have:

A NAND B

The A NAND B is linked to C by the AND gate.

So, we have:

(A NAND B) AND C

Hence, the logical expression is (A NAND B) AND NOT C ⇒ $(\bar A \bar \cdot\bar B) \cdot \bar C$

See attachment for the truth tables

Read more about truth tables at:

brainly.com/question/27989881

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