solve the rest of the truth table?
A B A v ~ B (~A • ~ B) T T T F F F F F
Is the B column supposed to have three Fs in it? Or is it supposed to have T, F, T, F ?
three f's however it is part of a bigger truth table i am supposed to fill in i will insert a pic
actually yes you are correct it is supposed to be T F T F for column b
thanks
The column for B is given to be T, F, T, F The column for ~B is going to be the complete opposite. Each T flips to F and vice versa. So the ~B column will have F, T, F, T
Now compare the column A and column ~B `A v ~B` will only be false if BOTH A and ~B are false. Otherwise, it's true. What does the `A v ~B` column look like?
so it would be T v F = T T v T = T F v F = T F v T = F for the A v ~B column?
full truth table i need to complete
``` so it would be T v F = T T v T = T F v F = T F v T = F for the A v ~B column? ``` yes that's correct. Nice job
\(\Large A \supset B\) is only false when A is true and B is false. Otherwise, it's true \(\Large T \supset T = T\) \(\Large T \supset F = F\) \(\Large F \supset T = T\) \(\Large F \supset F = T\)
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