Japanese navy keep defeating the Allied armies before this battle. This battle raised allied forces' morale and they stopped Japan's chance to launch a direct attack to Australia
If murder is not wrong, then killing in any sense is not wrong. Logic Laws: Converse, Inverse, Contrapositive & Counterexample,
The most fundamental types of geometry-specific logic in the lectures that follow. Logic is the general study of systems of conditional statements. In an if-then construction, conditional statements combine two statements.
Aristotle is credited with developing the three laws that serve as the foundation for all logic. The laws of identity, non-contradiction and excluded middle are among them. The three basic principles of logic—the law of contradiction, the law of the excluded middle (or third), and the principle of identity—have traditionally been referred to as the laws of thought.
According to the law of contrapositive, the initial assertion is accurate if and only if the contrapositive is accurate. The original assertion is untrue if the contrapositive is false. A conditional assertion that may or may not depend on another is a contrapositive.
To know more about contrapositive refer to: brainly.com/question/6709166
#SPJ4
The moutains helped the ostrogoths
Answer:
When a person is asked a question about a political issue that he or she has little interest in and has not thought much about, that person's answer will likely reflect latent preferences.
Explanation:
The opinions that people have on topics that do not interest them are called latent preferences, so these opinions are not too strong or definitive, nor are these people willing to defend them at all costs. For example, a latent preference may be the choice of an NFL team of a person who does not like football.