Week 7 Discussion Forum Assignment! 1010 unread replies.1010 replies. Here is yo

Week 7 Discussion Forum Assignment!
1010 unread replies.1010 replies.
Here is your discussion forum question for week 7
Please answer parts 1, 2 and 3.
Please give an example of an argument in Propositional Logic.
Translate your argument into symbolic form using upper case letters to represent simple statements.
Please use either the Truth Table Method or the Indirect Truth Table Method to determine if your argument is valid.
Note: You can also ask any questions here about anything related to the week 14 material.
Discussion Directions
This discussion board forum assignment asks a question for you to address on the group discussion board. You will post an answer to the question and then reply to one or more classmates.
This will give you a chance to discuss the week’s topics with classmates, ask questions, and engage in constructive debate. Quality of insight and criticism is what matters. That said, if you aim for 200 words as a minimum on posts that should be a decent goal. For replies, a paragraph is often sufficient. Make sure your posts and comments are in full grammatical sentences. Try not to be too casual, but a conversational style is acceptable.
Your original post in response to the discussion board question is worth 10 points and your reply to someone else’s post is worth another 10 points for a total of 20 points.
I will grade both your original post to the discussion board question as well as your reply to another student’s post based on the following criteria or rubric (note that you can also find this rubric in each of the discussion boards-there is a link to the right of the title for the discussion board).
Here is your discussion forum rubric.
—>seperate paragraph response to a classmate:
Hello Class
My argument:
1. If and only if I complete Critical Thinking and Politics Class this fall, I will transfer to the university.
2. I complete Critical Thinking Class but not Politics this fall.
3. Thus, I will not transfer to the university.
Translating my argument into symbolic form:
The logical operators:
‘≡’ = if and only if
‘&’ = and
‘~’ = it is not the case that
Defining the claim variables:
‘C’ = I complete Critical Thinking Class this fall
‘P’ = I complete Politics Class this fall
‘T’ = I will transfer to the university
Translating my argument:
1. (C & P) ≡ T
2. C & (~P)
3. Thus, ~T
The truth table for my argument. I have 3 claim variables in my argument, so my truth table has 8 +1 rows.
C P T C & P ~ P (C & P) ≡ T C & (~P) ~T
T T T T F T F F
T T F T F F F T
T F T F T F T F
T F F F T T T T
F T T F F F F F
F T F F F T F T
F F T F T F F F
F F F F T T F T
Van.