Tuesday

January 27, 2015

January 27, 2015

Posted by **angela** on Sunday, July 8, 2012 at 11:53pm.

- geometry -
**MathMate**, Monday, July 9, 2012 at 2:22pmThe truth table for ~q is the opposite:

q ~q

T F

F T

The truth table for conditional, p→q is true except when p is true and q is false, i.e.

p q p→q

T T T

T F F

F T T

F F T

For p∧q, the result is true only if both are true, i.e.

p q p∧q

T T T

T F F

F T F

F F F

Based on the above, you should attempt the compound truth table. Post if you have questions or need to verify your result.

- geometry -
**MathMate**, Monday, July 9, 2012 at 2:24pmSorry, I gave the truth table for ∧ when it should be or, ∨, which is false only when both p and q are false, i.e.

p q p∨q

T T T

T F T

F T T

F F F

**Answer this Question**

**Related Questions**

construct truth table - Construct a truth table for q w/upside down v~p. Using ...

geometry - Construct a truth table for (q^p)____> ~ p, Be sure to include all...

geometry - construct a truth table for (~p^q)__> p

geometry - Construct a truth table for p----> ~q

geometry - construct a truth table for p_____> ~q

geometry - construct a truth table for(p^~q)________> q .

geometry - construct a truth table for (p^~q) arrow p

Math-geometry - Construct a truth table for q ->~p

Geometry - Construct a truth table ~p^q. How do we find this if we don't know ...

geometry - Construct a truth table for (~PVq)___> q