BOOL: CHAPTER 5
Translate the following sentences either from English into BOOL or from BOOL into English. Use the standard atomic sentences from the book (i.e. P == Pia is guilty, Q == Quinn is guilty, R == Raquel is guilty, etc.). You can either answer the questions in the textbox below or cut and paste the questions into a word document and upload it here.
1. P&Q
2. Qv(~P&~R)
3. (PvR)&~Q
4. ~Pv~Q
5. Either Pia is guilty or Quinn and Raquel.
6. Neither Quinn nor Raquel are guilty.
7. Quinn is guilty but Pia is innocent.
8. Pia and Quinn are guilty but Raquel and Stan are innocent.
THEN——-
TRUTH TABLE: CHAPTER 6
For this problem, you’ll use the Truth Machine. Build a truth table for the following sentence:
Pv~(QvR)
You’ll then take a screenshot and upload the photo here.
THEN—– CHAPTER 7:
For this problem, you’ll use the Truth Machine.Links to an external site. Build a truth table for the following two sentences and answer whether the two sentences are equivalent or not. The two sentences are:
P&~(QvR)
(P&~Q)&~R
You’ll then take a screenshot and upload the photo here.
