Boolean Algebra - Basic:
What is boolean algebra used for?
Define a boolean variable and its possible values.
How can boolean variables be combined using logical operators?
What are the basic logical operators in boolean algebra?
Explain the meaning of AND, OR, and NOT operators.
How can you represent a boolean equation using standard notation?
Describe the process of simplifying a boolean expression.
What is a truth table, and how is it used in boolean algebra?
Explain the concept of duality in boolean algebra.
Describe the process of constructing a truth table for a boolean expression.
Boolean Algebra - Advanced:
How do you determine if two boolean expressions are equivalent?
Define a prime implicant in boolean algebra.
What is a essential prime implicant?
What is a SOP (Sum of Products) expression?
What is a POS (Product of Sums) expression?
How can you convert a boolean expression from SOP to POS form, and vice versa?
Describe the absorption law in boolean algebra.
How does the absorption law affect boolean expression simplification?
What is meant by "complementing" a boolean expression?
Explain the concept of the algebraic method for boolean simplification.
Describe the process of using boolean algebra for logic gate minimization.
How does boolean expression simplification contribute to efficient circuit design?
What are some practical applications of boolean algebra in real-world applications?
What are some challenges and limitations of boolean algebra in real-world applications?