<EXAMPLE 1>
<Premises>
Peter Parker is either a superhero or a civilian.
The Hulk is a destroyer.
The Hulk wakes up when he is angry.
If the Hulk wakes up, then he will break a bridge.
Thor is a god.
Thor will break a bridge when he is happy.
A god is not a destroyer.
Peter Parker wears a uniform when he is a superhero.
Peter Parker is not a civilian if a destroyer is breaking a bridge.
If Thor is happy, the Hulk is angry.
</Premises>
<Conclusion>
If Thor is happy, then Peter Parker wears a uniform.
</Conclusion>
<Question>
Is the following statement true, false, or uncertain? If Thor is happy, then Peter Parker wears a uniform.
</Question> 
<Options>
(A) True
(B) False
(C) Uncertain
</Options>
<Reasoning>
<Definitions>
	1. Superhero(PeterParker): Peter Parker is a superhero.
	2. Civilian(PeterParker): Peter Parker is a civilian.
	3. Destroyer(TheHulk): The Hulk is a destroyer.
	4. Angry(TheHulk): The Hulk is angry.
	5. WakeUp(TheHulk): The Hulk wakes up.
	6. BreakBridge(TheHulk): The Hulk breaks a bridge.
	7. God(Thor): Thor is a god.
	8. Happy(Thor): Thor is happy.
	9. BreakBridge(Thor): Thor breaks a bridge.
	10. WearsUniform(PeterParker): Peter Parker wears a uniform.
</Definitions>
<Truth Table>
| Superhero(PeterParker) | Civilian(PeterParker) | Destroyer(TheHulk) | Angry(TheHulk) | WakeUp(TheHulk) | BreakBridge(TheHulk) | God(Thor) | Happy(Thor) | BreakBridge(Thor) | WearsUniform(PeterParker) | Valid |
|-------------------------|-----------------------|---------------------|----------------|-----------------|----------------------|-----------|-------------|-------------------|--------------------------|-------|
| No                     | Yes                 | No                 | No             | No              | No                   | No        | No          | No                | No                      | Yes   |
| No                     | Yes                 | No                 | No             | No              | No                   | No        | No          | No                | Yes                     | Yes   |
| No                     | Yes                 | No                 | No             | No              | No                   | Yes       | No          | No                | No                      | Yes   |
| No                     | Yes                 | No                 | No             | No              | No                   | Yes       | No          | No                | Yes                     | Yes   |
| No                     | Yes                 | Yes                | No             | No              | No                   | No        | No          | No                | No                      | Yes   |
| No                     | Yes                 | Yes                | No             | No              | No                   | No        | No          | No                | Yes                     | Yes   |
| No                     | Yes                 | Yes                | No             | No              | No                   | Yes       | No          | No                | No                      | Yes   |
| No                     | Yes                 | Yes                | No             | No              | No                   | Yes       | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | No              | No                   | No        | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | No              | No                   | No        | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | No              | No                   | Yes       | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | No              | No                   | Yes       | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | No              | Yes                  | No        | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | No              | Yes                  | No        | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | No              | Yes                  | Yes       | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | No              | Yes                  | Yes       | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | Yes             | Yes                  | No        | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | Yes             | Yes                  | No        | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | Yes             | Yes                  | Yes       | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | No                 | No             | Yes             | Yes                  | Yes       | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | No                 | Yes            | Yes             | Yes                  | No        | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | No                 | Yes            | Yes             | Yes                  | No        | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | No                 | Yes            | Yes             | Yes                  | No        | Yes         | Yes               | Yes                     | Yes   |
| Yes                    | No                  | No                 | Yes            | Yes             | Yes                  | Yes       | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | No                 | Yes            | Yes             | Yes                  | Yes       | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | No                 | Yes            | Yes             | Yes                  | Yes       | Yes         | Yes               | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | No              | No                   | No        | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | No              | No                   | No        | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | No              | No                   | Yes       | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | No              | No                   | Yes       | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | No              | Yes                  | No        | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | No              | Yes                  | No        | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | No              | Yes                  | Yes       | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | No              | Yes                  | Yes       | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | Yes             | Yes                  | No        | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | Yes             | Yes                  | No        | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | Yes             | Yes                  | Yes       | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | Yes                | No             | Yes             | Yes                  | Yes       | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | Yes                | Yes            | Yes             | Yes                  | No        | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | Yes                | Yes            | Yes             | Yes                  | No        | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | Yes                | Yes            | Yes             | Yes                  | No        | Yes         | Yes               | Yes                     | Yes   |
| Yes                    | No                  | Yes                | Yes            | Yes             | Yes                  | Yes       | No          | No                | Yes                     | Yes   |
| Yes                    | No                  | Yes                | Yes            | Yes             | Yes                  | Yes       | No          | Yes               | Yes                     | Yes   |
| Yes                    | No                  | Yes                | Yes            | Yes             | Yes                  | Yes       | Yes         | Yes               | Yes                     | Yes   |
</Truth Table>
The statement "If Thor is happy, then Peter Parker wears a uniform." can be expressed as: Happy(Thor) → WearsUniform(PeterParker)
Checking the Truth Table:
	1. For all validated rows where Happy(Thor) = Yes, we observe that WearsUniform(PeterParker) = Yes.
	2. For rows where Happy(Thor) = No, the implication holds true because the premise is false, making the statement valid by definition.
Therefore, the Answer is (A).
</Reasoning>
<Answer>
The final answer is (A).
</Answer>
</EXAMPLE 1>

<EXAMPLE 2>
<Premises>
All philosophers reason.
Some sophists reason.
All who can reason can distinguish truth from falsehood.
Nobody who can distinguish truth from falsehood is morally perfect.
The theistic God is morally perfect.
The theistic God is a sophist.
</Premises>
<Conclusion>
The theistic God is a sophist and a philosopher.
</Conclusion>
<Question>
Is the following statement true, false, or uncertain? The theistic God is a sophist and a philosopher.
</Question>
<Options>
(A) True
(B) False
(C) Uncertain
</Options>
<Reasoning>
<Definitions>
	1. Philosopher(x): x is a philosopher.
	2. Sophist(x): x is a sophist.
	3. Reason(x): x can reason.
	4. DistinguishTruthFalsehood(x): x can distinguish truth from falsehood.
	5. MorallyPerfect(x): x is morally perfect.
	6. TheisticGod(x): x is the theistic God.
</Definitions>
<Truth Table>
| Philosopher(x) | Sophist(x) | Reason(x) | DistinguishTruthFalsehood(x) | MorallyPerfect(x) | TheisticGod(x) | Valid |
|----------------|------------|-----------|------------------------------|-------------------|----------------|-------|
| No             | Yes        | No       | Yes                          | No                | Yes            | Yes   |
</Truth Table>
The statement "The theistic God is a sophist and a philosopher." can be expressed as: ∀x TheisticGod(x) → Sophist(x) ∧ Philosopher(x)
Checking the Truth Table:
	1. For all validated rows where TheisticGod(x) = Yes, we observe that Philosopher(x) = No.
	2. For rows where TheisticGod(x) = No, the implication holds true because the premise is false, making the statement valid by definition.
Therefore, the Answer is (B).
</Reasoning>
<Answer>
The final answer is (B).
</Answer>
</EXAMPLE 2>

<EXAMPLE 3>
<Premises>
William Dickinson was a British politician who sat in the House of Commons William Dickinson attended Westminster school for high school and then the University of Edinburgh. 
The University of Edinburgh is a university located in the United Kingdom. 
William Dickinson supported the Portland Whigs. 
People who supported the Portland Whigs did not get a seat in the Parliament.
</Premises>
<Conclusion>
William Dickinson went to schools located in the United Kingdom for both high school and university.
</Conclusion>
<Question>
Is the following statement true, false, or uncertain? William Dickinson went to schools located in the United Kingdom for both high school and university.
</Question> 
<Options>
(A) True
(B) False
(C) Uncertain
</Options>
<Reasoning>
<Definitions>
	1. Politician(WilliamDickinson): William Dickinson is a politician.
	2. AttendedHighSchool(WilliamDickinson, School): William Dickinson attended high school School.
	3. AttendedUniversity(WilliamDickinson, University): William Dickinson attended university University.
	4. LocatedIn(School/University, UK): School/University is located in the United Kingdom.
	5. WestminsterSchool: A specific high school attended by William Dickinson.
	6. UnivOfEdinburgh: A specific university attended by William Dickinson.
	7. Supports(WilliamDickinson, PortlandWhigs): William Dickinson supports the Portland Whigs.
	8. SeatInParliament(WilliamDickinson): William Dickinson has a seat in Parliament.
</Definitions>
<Truth Table>
| Politician(WilliamDickinson) | AttendedHighSchool(WilliamDickinson, WestminsterSchool) | LocatedIn(WestminsterSchool, UK) | AttendedUniversity(WilliamDickinson, UnivOfEdinburgh) | LocatedIn(UnivOfEdinburgh, UK) | Supports(WilliamDickinson, PortlandWhigs) | SeatInParliament(WilliamDickinson) | Valid |
|------------------------------|---------------------------------------------------------|-----------------------------------|-------------------------------------------------------|---------------------------------|-------------------------------------------|------------------------------------|-------|
| Yes                         | Yes                                                    | Yes                              | Yes                                                  | Yes                            | Yes                                      | No                              | Yes   |
| Yes                         | Yes                                                    | No                             | Yes                                                  | Yes                            | Yes                                      | No                              | Yes   |
</Truth Table>
The statement "William Dickinson went to schools located in the United Kingdom for both high school and university." can be expressed as: AttendedHighSchool(WilliamDickinson,WestminsterSchool) ∧ LocatedIn(WestminsterSchool,UK) ∧ AttendedUniversity(WilliamDickinson,UnivOfEdinburgh) ∧ LocatedIn(UnivOfEdinburgh,UK)
Checking the Truth Table:
	1. For all validated rows, we cannot determine whether Westminster school located in UK.
Therefore, the Answer is (C).
</Reasoning>
<Answer>
The final answer is (C).
</Answer>
</EXAMPLE 3>

The following is the problem you need to solve.

<Premises>
{Premises}
</Premises>
<Conclusion>
{Conclusions}
</Conclusion>
<Question>
Is the following statement true, false, or uncertain? {Conclusions}
</Question> 
<Options>
(A) True
(B) False
(C) Uncertain
</Options>
<Reasoning>


