Asked by Anonymous
I have to come up with a logical statement when making a truth table that has these conditions:
The statement is always false if both P and Q are true. Otherwise, the statement is true if Q is true but R is not true.
so far I have ~(P&Q) which makes it false if both P and Q are true. But, I don't know what to add to fulfil the second part.
help!
The statement is always false if both P and Q are true. Otherwise, the statement is true if Q is true but R is not true.
so far I have ~(P&Q) which makes it false if both P and Q are true. But, I don't know what to add to fulfil the second part.
help!
Answers
Answered by
Steve
We want the truth table to look like this:
PQR S
TTT F
TTF F
TFT F
TFF F
FTT F
FTF T
FFT F
FFF F
Looks like it reduces to Q&~(P|R)
PQR S
TTT F
TTF F
TFT F
TFF F
FTT F
FTF T
FFT F
FFF F
Looks like it reduces to Q&~(P|R)
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.