According to Kohlberg, a level of moral development during which moral judgments are based on fear of punishment or desire for pleasure.
<h3>
What is Kohlberg's conventional moral reasoning?</h3>
According to Kohlberg's Structural Theory of Moral Development, which takes a cognitive-developmental approach to moral development and identifies six invariant, sequential, universal, and progressively complex structural stages of moral judgement throughout life, conventional moral reasoning is the second of three levels of moral reasoning.
According to Kohlberg's theory of moral development, as a person's cognitive capacity increases, so does their understanding of who is deserving of justice.
In the third step of Kohlberg's model of moral reasoning, known as postconventional reasoning, a person makes decisions based on their own convictions, even if those beliefs conflict with legal requirements or social norms. The six stages that make up Kohlberg's theory's framework are arranged sequentially in increasing complexity tiers. He divided his six levels into three broad categories.
Hence, According to Kohlberg, a level of moral development during which moral judgments are based on fear of punishment or desire for pleasure.
To learn more about Kohlberg's conventional moral reasoning refer to:
brainly.com/question/24727483
#SPJ4
Answer:
D. Federalism
Explanation:
federalism is what the US has where the fed gov and local govs have separate and overlapping powers
Anniversary Reaction is the correct answer.
Trauma anniversary, also known as anniversary reaction, is the reocurring of an emotional or physical distress that happened around the same time in the year (or years) before. People who go through this reaction can experience an increase of distress since it reactivates the feelings or emotions felt in that past traumatic experience.
The enemies of Rome were The Barbaricum.
Final Answer: What happened in Rome 161 AD when first enemies called The Barbaricum attack the Roman Empire
32 degrees F
Freezing point of Celcius is 0, which, converted to Fahrenheit, would be 32.
