If ~p → ~q, then the contrapositive, q → p, is true.
If q → p is true, then q → ~p is false.

Mark M.
tutor
What is it about a truth table that you are not able to construct?
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04/05/16
Jazmine B.
I can construct one . I was trying to check my answers .
For or the first one I came up with
p T T F F
q T F T F
˜p→˜q T F T T
the second one I came up with
P T T F F
q T F T F
q→˜p F T T T
and that the statement is equivalent. I was trying to check my work wasn't sure if I was correct
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04/05/16

Mark M.
tutor
I agree with your tables. Yet they demonstrate the two are not .equivalent. The top one is T T F F while the bottom one it F T T T.
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04/05/16
Jazmine B.
Thank you for helping me correct myself
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04/05/16

Mark M.
tutor
You are very welcome!
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04/05/16
Jazmine B.
04/05/16