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In philosophy, an ethical dilemma, also called an ethical paradox or moral dilemma, is a situation in which two or more conflicting moral imperatives, none of which overrides the other, confront an agent. A closely related definition characterizes an ethical dilemma as a situation in which every available choice is wrong.
Political ethics (also known as political morality or public ethics) is the practice of making moral judgments about political action and political agents. [1] It covers two areas: the ethics of process (or the ethics of office), which covers public officials and their methods, [2] [3] and the ethics of policy (or ethics and public policy), which concerns judgments surrounding policies and laws.
One of the dilemmas included in the trolley problem: is it preferable to pull the lever to divert the runaway trolley onto the side track? The trolley problem is a series of thought experiments in ethics, psychology, and artificial intelligence involving stylized ethical dilemmas of whether to sacrifice one person to save a larger number.
Here are five things that will shape politics in 2025: Divisions between Congress and Trump The month or so after the election was a triumphant moment for Republicans — and maybe also just a ...
The Defining Issues Test is a proprietary self-report measure [4] which uses a Likert-type scale to give quantitative ratings and rankings to issues surrounding five different moral dilemmas, or stories. Specifically, respondents rate 12 issues in terms of their importance to the corresponding dilemma and then rank the four most important issues.
The Potter Box is a model for making ethical decisions, developed by Ralph B. Potter, Jr., professor of social ethics emeritus at Harvard Divinity School. [1] It is commonly used by communication ethics scholars. According to this model, moral thinking should be a systematic process and how we come to decisions must be based in some reasoning.
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In formal logic, the statement "If today is Saturday, then 1+1=2" is true. However, '1+1=2' is true regardless of the content of the antecedent; a causal or meaningful relation is not required. The statement as a whole must be true, because 1+1=2 cannot be false. (If it could, then on a given Saturday, so could the statement).