Question

Part 1: Fill in the missing row of the truth table.
Part 2: Are the two statements logically equivalent? Why or why not?

~(p ∧ q) and (p ∨ ~q)

Answer 1

Step 1.

p= f
q = t
~q = f
p^q = t
~( p v q) = t
p v ~q = f
~ ( p ^ q) -- ( p v ~q) = f

Part 2:

Answer 2

@ganeshie8

Answer 3

@myko

Answer 4

Can you tell me if i did this correctly ?

Answer 5

First 3 rows are correct.. very good work :)

Answer 6

p= f
q = t
~q = f

Answer 7

^ : is true only when BOTH inputs are True

Answer 8

:O

Answer 9

so the fourth one is f ?

Answer 10

thats right !

Answer 11

let me know if those make sense,
we didnt do anything fancy here. all these we did in last problem. and u understand them i know...

just give some thought ok

Answer 12

ook so the last one would be f ? now for the question how would i answer part 2 ?