Logic Symbols
Truth Tables
Sets/Venn Diagram
100
If P= it is raining out
and Q= I am going to the mall
Then write the notation for If it is raining out, then I will go to the mall
| p→q |
100
If p= I am tired
and q= I take a nap
and g= I have homework
Then write If I am don't have homework and I am tired then I will take a nap.
p∧¬g →q
100
he was the inventor of set theory
Who is Georg Cantor?
200
p^q
What is a conjunction
200
If P is F and Q is T, would the statement if P then Q be true or false?
What is true?
200
this operation is represented by a venn diagram with everything shaded in
What is a union
300
¬p
What is negation?
300
Is this a contradiction, tautology or neither?
what is neither?
300
this operation is represented by a venn diagram with the middle shaded in
What is an intersection
400
p⊻q
What is exclusive or?
400
What is this an example of?
What is a tautology?
400
The union and intersection of sets (property)
What is the commutative property
500
When the statement p→q becomes q→p, what is it?
What is a converse?
500
What is this an example of?
What is a contradiction
500
The set of all of the elements that belong to both sets
What is the intersection