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The question shown in the image has four parts and involves Boolean logic and ASCII. Here’s a breakdown of each part:

1. **Boolean Expression Simplification**:
   The expression given is:
   \[
   Y = (A + B)(A + B)(A + C)
   \]
   This expression might need simplification using Boolean algebra rules. Let me know if you'd like a step-by-step solution for this.

2. **Question (a)**:
   - This question asks: "What is ASCII?" ASCII stands for "American Standard Code for Information Interchange." It’s a character encoding standard used in computers to represent text, where each character (letters, digits, symbols) is assigned a numeric code.

3. **Question (b)**:
   - This question asks about simplifying a Boolean expression using basic logic gates. It likely asks for a Boolean algebra simplification process or creating truth tables.

4. **Question (c)**:
   - This question is about using Boolean logic or digital gates to verify the truth value of a statement. This might involve constructing logic circuits.

5. **Question (d)**:
   - This question refers to using logic gates in decision-making to simplify complex Boolean expressions or digital circuits.

Would you like a detailed solution for simplifying the Boolean expression or help with any specific part?

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### 5 Related Questions to Expand Understanding

1. How does ASCII encoding work, and why is it essential in computing?
2. What are the basic rules of Boolean algebra used in simplifying expressions?
3. How do truth tables help in verifying Boolean expressions?
4. What are the primary logic gates, and how are they used in Boolean operations?
5. How is Boolean algebra applied in designing digital circuits?

### Tip
When simplifying Boolean expressions, always look for common factors or terms to apply identities like the Idempotent Law or Absorption Law, which can help reduce expressions efficiently.

1. Simplify the Boolean expression Y = (A + B)(A + B)(A + C).
   2. Answer the following questions:
      a. What is ASCII?
      b. Explain how logical gates can be used to simplify expressions.
      c. Create a truth table for verifying a logical expression.
      d. Use logic gates to verify a statement with digital logic.

Learn how to simplify the Boolean expression Y = (A + B)(A + B)(A + C) and understand ASCII encoding. This exercise covers Boolean algebra, logic gates, and includes truth table verification. Suitable for students in Grades 10-12.

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