### Answer

The statement "A postfix expression is just the reverse of the prefix expression" is **False**.

### Explanation

1. **Postfix and Prefix Notation**:
- Postfix notation (also known as Reverse Polish Notation or RPN) specifies operators after their operands. For example, the postfix of the expression $ (A + B) $ would be $ AB+ $.
- Prefix notation (or Polish Notation) specifies operators before their operands. For the same expression $ (A + B) $, it would be $ +AB $.

2. **Relationship**:
- While both postfix and prefix expressions are ways to write expressions without involving parentheses, they are not simply reverses of each other. They have different formats and structures.

3. **Conclusion**:
- Given this explanation, the correct answer is **b) False**.

Question

### Answer

The statement "A postfix expression is just the reverse of the prefix expression" is **False**.

### Explanation

1. **Postfix and Prefix Notation**: 
   - Postfix notation (also known as Reverse Polish Notation or RPN) specifies operators after their operands. For example, the postfix of the expression $ (A + B) $ would be $ AB+ $.
   - Prefix notation (or Polish Notation) specifies operators before their operands. For the same expression $ (A + B) $, it would be $ +AB $.

2. **Relationship**: 
   - While both postfix and prefix expressions are ways to write expressions without involving parentheses, they are not simply reverses of each other. They have different formats and structures.

3. **Conclusion**: 
   - Given this explanation, the correct answer is **b) False**.

Knowee AI · Accepted Answer

### Answer

The statement "A postfix expression is just the reverse of the prefix expression" is **False**.

### Explanation

1. **Postfix and Prefix Notation**: 
   - Postfix notation (also known as Reverse Polish Notation or RPN) specifies operators after their operands. For example, the postfix of the expression $ (A + B) $ would be $ AB+ $.
   - Prefix notation (or Polish Notation) specifies operators before their operands. For the same expression $ (A + B) $, it would be $ +AB $.

2. **Relationship**: 
   - While both postfix and prefix expressions are ways to write expressions without involving parentheses, they are not simply reverses of each other. They have different formats and structures.

3. **Conclusion**: 
   - Given this explanation, the correct answer is **b) False**.

A postfix expression is just the reverse of the prefix expression? State true or false.a)Trueb)False

Question

A postfix expression is just the reverse of the prefix expression? State true or false.

Solution

Answer

Explanation

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