Let p and q represent the following simple statements. p: The hat is red. q: The tie is tan. Write the symbolic statement pv~ q in words. Choose the correct answer below.com OA. The hat is red and the tie is not tan. OB. If the hat is red, then the tie is not tan. OC. The hat is not red or the tie is not tan. D. The hat is red or the tie is not tan. ***
Let p and q represent the following simple statements. p: The hat is red. q: The tie is tan. Write the symbolic statement pv~ q in words. Choose the correct answer below.com OA. The hat is red and the tie is not tan. OB. If the hat is red, then the tie is not tan. OC. The hat is not red or the tie is not tan. D. The hat is red or the tie is not tan. ***
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
14: Answer
![**Explanation of Logical Statements**
In logic, two simple statements are given:
- **p:** The hat is red.
- **q:** The tie is tan.
We are asked to express the symbolic statement \( p \lor \sim q \) in words.
The statement \( p \lor \sim q \) translates to "p or not q". In this context, this means "The hat is red or the tie is not tan."
**Multiple Choice Question**
Choose the correct answer below:
- **A.** The hat is red and the tie is not tan.
- **B.** If the hat is red, then the tie is not tan.
- **C.** The hat is not red or the tie is not tan.
- **D.** The hat is red or the tie is not tan.
**Correct Answer:** D. The hat is red or the tie is not tan.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffebfc829-3adc-4601-a5b5-bd5b3e3c23b0%2F1de8bc47-34ee-48fb-ac08-5f79ce421196%2Fn82ovmy_processed.jpeg&w=3840&q=75)
Transcribed Image Text:**Explanation of Logical Statements**
In logic, two simple statements are given:
- **p:** The hat is red.
- **q:** The tie is tan.
We are asked to express the symbolic statement \( p \lor \sim q \) in words.
The statement \( p \lor \sim q \) translates to "p or not q". In this context, this means "The hat is red or the tie is not tan."
**Multiple Choice Question**
Choose the correct answer below:
- **A.** The hat is red and the tie is not tan.
- **B.** If the hat is red, then the tie is not tan.
- **C.** The hat is not red or the tie is not tan.
- **D.** The hat is red or the tie is not tan.
**Correct Answer:** D. The hat is red or the tie is not tan.
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