Asked by Joseph
Construct a Truth Table for the given statement:
1. p implies ~(pVq)
2. ~(p AND q)Vp
I thought this is how to do it, but my teacher marked it incorrect:
1. p q ~(pVq) p implies ~(pVq)
T T F T implies T= T
T F F T implies F= F
F T F F implies F= T
F F T F implies T= T
2. p q ~(p AND q) ~(p AND
T T F FVT= T
T F T TVT= T
F T T TVF= T
F F T TVF= T
What did I do wrong? Did I leave out a column? Please help! Tell me everything I have to do and how to do it!
Thank you so much.
1. p implies ~(pVq)
2. ~(p AND q)Vp
I thought this is how to do it, but my teacher marked it incorrect:
1. p q ~(pVq) p implies ~(pVq)
T T F T implies T= T
T F F T implies F= F
F T F F implies F= T
F F T F implies T= T
2. p q ~(p AND q) ~(p AND
T T F FVT= T
T F T TVT= T
F T T TVF= T
F F T TVF= T
What did I do wrong? Did I leave out a column? Please help! Tell me everything I have to do and how to do it!
Thank you so much.
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