Unit 2 Geometry Flashcards

Front

Conditional Statement

Back

If-Then Statement

Front

Converse

Back

If q, then p

Front

Inverse

Back

If ~ p, then ~ q

Front

Contrapositive

Back

If ~ q, then ~ p

Front

Counterexample

Back

A picture, writing, or numbers to prove something false

Front

Biconditional

Back

p if and only if q

Front

Negation

Back

The opposite of the original statement

Front

Inductive Reasoning

Back

uses patterns to make a conjecture

Front

Deductive Reasoning

Back

Uses facts, definitions, and accepted properties in a logical order to write a logical argument

Front

Law of Detachment

Back

If a conditional statement is true and its hypothesis is true, then its conclusion is true