Logic
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High School Geometry
High School Geometry
Math

 Name _____________________________ Date ___________________
Logic
State the truth value of the following statements.

 1 If p is true and q is false, state the truth for:(~( p q ))(~ p ~ q )
 2 If p is true and q is false, state the truth for:(( q p )(~ q p ))(~(~ p ~ q ))
 3 If p is false and q is false, state the truth for:( p q )(~(~(~ p ~ q )~(~ p ~ q )))
 4 If p is false and q is false, state the truth for:(~(~ p q ))(~ p ~ q )
 5 If p is false and q is false, state the truth for:( p ~ q )([~( p q )])
 6 If p is true and q is false, state the truth for:(( q ~ p )~ q )( p q )
 7 If p is true and q is false, state the truth for:(~(~ p ~ q ))((~ p q )(~ q p ))
 8 If p is false and q is false, state the truth for:(~ p ~ q )(~( p q ))
 9 If p is true and q is true, state the truth for:(~ p ~ q )( p ~ q )
 10 If p is false and q is false, state the truth for:(~( q ~ p )(~ q ~ p ))(~(~ p q ))
 11 If p is true and q is false, state the truth for:(~( p (~ q ~ p )))(~( p ( q ~ p )))
 12 If p is true and q is true, state the truth for:( p q )( p q )
 13 If p is true and q is true, state the truth for:( p ~ q )( p ~ q )
 14 If p is false and q is true, state the truth for:(( p q )(~ q p ))(( q p ) q )
 15 If p is false and q is true, state the truth for:(~ p q )(~( q p )(~ p q ))
 16 If p is true and q is true, state the truth for:(( p q )(~ p q ))(~(( p ~ q )( q ~ p )))

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Logic
edHelper subscribers - Create a new printable

Number of Keys
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Number of Pages (for each key)
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