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With logic and truth tables, what is a statement?
A sentence which is either true (T) or False (F)
How are statements represented?
With letters, for example p or q
Fill in the blank: Every statement has a truth _______
value
There are 2 possible values of a truth statement. What are they?
T or F which stand for True or False
If p is a statement, what is ~p?
The negation of the statement.
If p is true, what is ~p?
false
What is the negation of this statement: Ms. G is a geometry teacher.
Ms. G is not a geometry teacher.
If ~q is "Ms. G does not like chess," what is q?
Ms. G does like chess.
When 2 statements are joined, they form a ________
compound statement
p ^ q can be read as...
p AND q
p v q can be read as ...
p OR q
p ^ q is called the ...
conjunction
p v q is called the ...
disjunction
If p is "This year students attended school online" and q is "Students learned a lot this year," then what is p ^ q
This year students attended school online and students learned a lot this year.
if p is T and q is T, what is p v q?
T
If p is F and q is F, what is p v q?
F


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