Conditional Statements
This is described as "q --> p"
What is a converse statement?
This logic goes from specific to general
What is Inductive Reasoning?
-3 + 8x = -7x + 6(5x+2).
Identify the name of the proof for your next step.
What is distributive property of equality?
Find the converse statement:
"If a number is even, then it's divisible by two."
What is "If a number is divisible by two, then it is an even number".
q --> p is the correct notation for _______.
What is converse statement notation?
These are designed to prove a statement INCORRECT
What is a counterexample?
All animals have kidneys. A dolphin is an animal, thereforw a dolphin must have kidneys
What is "deductive Reasoning"?
-3+8x = -7x + 30x + 12
Identify the name of the proof for the next step
What is Substitution Property?
Identify the inverse statement for:
"If a number is even, then it's divisible by two."
What is "If it is not even, then it is not divisible by two".
~p --> ~q is the correct notation for _____.
What is inverse statement notation?
This conditional statement will negate the original statement.
What is an INVERSE conditional statement?
This logic does from general to specific
What is deductive reasoning?
-3 +8x = 23x +12
Identify the name of the proof for your next step.
What is "Subtraction Property"
Identify the contrapositive statement for:
"If a number is even, then it's divisible by two."
What is "If a number is not divisible by two, then it is not even".
~ q --> ~p is the correct notation for which conditional statement?
What is Contrapositive?
What is contrapositive?
Identify which logic this statement is using:
"Superheroes get powers from radioactive things. I ate uranium. Therefore, ____."
What is deductive reasoning?
-3 +8x = 23x +12
Identify the proof for the next step.
What is the subtraction property of equality?
Proving not all birds can fly is an example of a _______.
What is "counterexample"?
This takes the original form of
if p, then q ( p --> q)
What is a conditional statement?
This statement only happens If and Only If (IFF)
What is a Biconditional statement?
Identify the reasoning for the following statement:
The first bird that is red. Since I see one bird, and it is red, then ALL birds must be red.
What is "Inductive Reasoning"?
-15 = 15x
Identify the proof for the next step.
What is the division property of equality?
"A shape is a hexagon if and only if it has six sides" is an example of which kind of conditional statement?
What is Biconditional statement?
Name this statement notation:
p <--> q
What is a biconditional?