Consider the following argument: IfI am either sleeping well or doing my assignments, then I will pass the GMath Course. I am sleeping well but I am not doing my assignments. Hence, I will not pass...

Extracted text: Consider the following argument: IfI am either sleeping well or doing my assignments, then I will pass the GMath Course. I am sleeping well but I am not doing my assignments. Hence, I will not pass the GMath course Let p = "I am sleeping wel.", q = "l am doing my assignments.", and r= "I will pass the GMath course," %3! Which of the following symbolic forms represents the hypothesis (or the conjunction of the premises) in the given argument? I(pnq)r|A (pV ~q) I(p v q) → r| A (p v~q) Option 1 O Option 2 I(pAq)rA(pA-q) |(p v q) - r|A (pA -q)