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Exploring Kantian Ethics and Morality
Sep 30, 2024
Lecture Notes on Morality and Kant's Philosophy
Introduction: Friedrich Wilderness Park
Friedrich Wilderness Park rules:
No bikes, only foot traffic allowed
No pets allowed
Stay on designated trails, do not deviate
Comparison of park rules to moral absolutes
Are moral rules absolute, without exceptions?
Kant's Philosophy and Rationality
Immanuel Kant's Focus on Rationality
Actions have purposes
Irrational to act against the purpose of an action
Example: Wanting to be healthy but engaging in unhealthy habits
Understanding Rationality and Moral Absolutes
Actions shouldn't defeat their purpose
Rational actions align with intended outcomes
Types of Imperatives
Hypothetical Imperatives
Condition-based actions: If you want X, do Y
Examples:
Wanting good grades = Study and comprehend
Wanting to listen to music = Turn on the radio
Categorical Imperatives
Universal moral laws applicable regardless of desires
Must avoid actions that could be universally self-defeating
Kant's Categorical Imperative
Universal Law Formation
Rules for everyone to follow
Example: Lying
If everyone lies, lying becomes ineffective
Aim: Everyone should tell the truth
Issues with Absolute Moral Laws
Exceptions to Moral Laws
Example: The park rule of not leaving the trail
Situations (e.g., emergencies) may necessitate breaking the rule
Conflicts Between Moral Laws
Example: Lying to protect a friend vs. telling the truth
Criticism of Kant's Categorical Imperative
Real-world scenarios often have exceptions
Conflicting moral imperatives challenge absolute moral laws
Addressing Moral Law Challenges
Avoiding blanket relativism despite issues with absolutes
Moral Consistency and Impartiality
Apply moral reasons consistently across similar situations
Maintain fairness and equal consideration of interests
Minimum Conception of Morality
Importance of consistency and impartiality in moral reasoning
Conclusion
Discussion on the viability of absolute moral rules
Are simplistic absolutes the issue?
Exploration of these concepts will continue in class
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