- Sun Jan 27, 2013 8:47 pm
#7390
I just finished lesson 2, part 2 and I am looking for some clarification.
When common variables of opposite signs occur in the sufficient condition, then at least one of the two necessary conditions must occur.
Okay, got that. However, they can still both occur right? So the example was something like
if S then not T
If not S then R
so we could have not S and R+T or r or t; but If S, could only be R...right?
also, when the common variable w/ opp signs occurs in nec, then both suff cannot occur was diagrammed 'R/T' (either or);
but for com var with opp in suf it was also R/T but could be both...right? So we have to make sure 'in our head' when we mean either/or but NOT both, or if we mean either, or or both when we diagram 'R/T'. is that right?
thanks!
When common variables of opposite signs occur in the sufficient condition, then at least one of the two necessary conditions must occur.
Okay, got that. However, they can still both occur right? So the example was something like
if S then not T
If not S then R
so we could have not S and R+T or r or t; but If S, could only be R...right?
also, when the common variable w/ opp signs occurs in nec, then both suff cannot occur was diagrammed 'R/T' (either or);
but for com var with opp in suf it was also R/T but could be both...right? So we have to make sure 'in our head' when we mean either/or but NOT both, or if we mean either, or or both when we diagram 'R/T'. is that right?
thanks!