Chapter Two Vocabulary Flashcards
Conditional statement
If p, then q
Negation
~p (not p)
The opposite of something
Converse Statement
If q, then p (switched)
Inverse Statement
If ~p, then ~q (If not p, then not q)
Contrapositive statement
If ~q, then ~p (If not q, then not p)
Biconditional Statement
p↔q (p and only if q)
Inductive Reasoning
A method of drawing conclusions by going from the specific to the general.(uses a pattern)
Deductive Reasoning
A logical approach where you progress from general ideas to specific conclusions. (Uses facts)
Law of Detachment
If p, then q, is T (True)
Law of Syllogism
If p, then q
If q, then r
If p, then r
Reflexive Property
A number is always equal to itself.
Symmetric Property
Both sides of an equal sign are equal no matter which side of the equal sign they are on.
Transitive Property
For all real numbers x ,y, and z, if x=y and y=z , then x=z