Unit 1 Quiz

The traditional system of logic expounded by Aristotle and developed in the Middle Ages, concerned chiefly with deductive reasoning as expressed in syllogisms.

• Socratic Logic
• Aristotelian Logic
• Platotelian Logic
• None of the Above

An Ancient Greek philosopher and polymath. His writings cover a broad range of subjects spanning the natural sciences, philosophy, linguistics, economics, politics, psychology, and the arts

• Jesus
• Giannis
• Aristotle
• Judas

_____ is the study of correct reasoning

• Logic
• Transfiguration
• Confirmation
• Numanism

A flaw in reasoning that occurs when someone uses invalid arguments or irrelevant points without evidence to support them.

• Discrepancy
• Logical Fallacy
• Flawed Diplomacy
• Sound Reasoning

A way of using logic and geometry to determine if a statement is true based on the conditional statement given. If the conditional statement is true and the hypothesis is true, then the conclusion will be true as well.

• Definition
• Logical Fallacy
• Law of Detachment
• Law of Syllogism

An instance of a form of reasoning in which a conclusion is drawn (whether validly or not) from two given or assumed propositions (premises), each of which shares a term with the conclusion, and shares a common or middle term not present in the conclusion. Deductive reasoning as distinct from induction.

• Definitions
• Logical Fallacy
• Law of Detachment
• Law of Syllogism

If you study for your test, you will get an A. Ryan studied for his test, there Ryan got an A. This is an example of?

• Law of Detachment
• Law of Syllogism

If you smile, then you are full of joy. If you are full of joy, then you can change the world. Therefore, If you smile, then you can change the world. This is an example of?

• Law of Detachment
• Law of Syllogism

What is the correct conclusion for this Law of Detachment? If it is Monday, then Connor will go to school. Today is Monday.

• Therefore, Connor will go to school.
• Therefore, Connor will not go to school.
• Therefore, it is not Monday.
• Therefore, there is no school on Monday.

Give the correct conclusion to the detachment below. All Theology Teachers are smart. Coach Maddux is a Theology Teacher.

• Therefore, Coach Maddux is smart!
• Therefore, Coach Maddux teaches Theology.
• Therefore, teachers love Theology.
• Therefore, Theology makes you smart.