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91Ó°ÊÓ

Say whether or not each is an example of post hoc, ergo propter hoc. Explain your reasoning. Right before going in to buy my lottery ticket, I saw a penny on the ground. Usually I don't bother to pick up pennies, but this time I did. That night I won \(\$ 5000\) ! I'm always going to pick up any pennies I see on the ground from now on.

Short Answer

Expert verified
Yes, it is an example of post hoc, ergo propter hoc.

Step by step solution

01

Understanding Post Hoc Fallacy

The term 'post hoc, ergo propter hoc' is a Latin phrase that translates to 'after this, therefore because of this'. It refers to the logical fallacy where one assumes that if one event occurs before another, the first event must have caused the second event, simply due to their order in time.
02

Analyzing the Given Scenario

The person finds a penny on the ground and then wins \(\$ 5000\). The statement implies that finding the penny caused the lottery win, suggesting a causal link between two unrelated events.
03

Applying the Definition

Check if the scenario follows the structure of a post hoc fallacy. The scenario suggests a causal relationship based solely on the sequence of events, which is a classic example of post hoc reasoning. There is no evidence to suggest that picking up the penny influenced the lottery outcome.
04

Conclusion

Since there is an assumed causation based only on the timing of events and no actual evidence of a causal relationship, this is indeed a case of post hoc, ergo propter hoc fallacy.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Post Hoc Fallacy
The "post hoc, ergo propter hoc" fallacy is a common logical misstep where one event is incorrectly deemed to be the cause of another simply because it occurred beforehand. Its name is derived from Latin, meaning "after this, therefore because of this." This type of fallacy can be misleading during decision-making, as it overlooks the necessity of a logical connection between cause and effect.
When applied to everyday reasoning, this fallacy can lead to baseless assumptions. In the case of the lottery win in the exercise, the assumption is made that picking up a penny directly influenced the outcome of winning money, without any logical or causal link.
Understanding this fallacy helps individuals to question relationships between events and not to attribute causation where none exists.
Causal Reasoning
Causal reasoning is the process of identifying causality: the relationship between cause and effect. It involves identifying whether an event can truly be attributed to another event. Good causal reasoning relies on evidence and logical inference, whereas poor causal reasoning often results from fallacies like post hoc assumptions.
  • Consider correlation versus causation: Just because two events occur together does not mean that one caused the other.
  • Seek evidence: Always look for supporting data that substantiates any causal claims.
  • Use controlled experiments: Tests and experiments can verify if a cause-and-effect relationship exists.
In our penny scenario, proper causal reasoning involves questioning if picking up the penny could realistically result in winning the lottery. Without supporting evidence or logical reasoning, this belief remains unfounded.
Critical Thinking
Critical thinking is the skill of analyzing facts to form a reasoned judgment. It is an essential component in identifying logical fallacies and tightening causal reasoning. By applying critical thinking, one forms rational connections between ideas and identifies potential fallacies or errors.
Developing critical thinking involves:
  • Questioning assumptions: Always question the basis of beliefs or conclusions.
  • Evaluating evidence: Assess the quality and relevance of any supporting information.
  • Considering alternative viewpoints: Open-mindedness to other perspectives can lead to a clearer understanding.
In the exercise, applying critical thinking means asking whether something as trivial as picking up a penny can logically affect a lottery outcome. Critical thinking helps to avoid falling into traps like the post hoc fallacy by encouraging deep and rational analysis of cause-and-effect relationships.

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Most popular questions from this chapter

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