I figured the problem was LE-W but when I choose how the problem is laid out I always get it wrong. Your answers be the opposite of what the rule is saying. So when is it opposite and when is it not?
Reply
Create a free account to read and
take part in forum discussions.
The stimulus says, "Life can exist only where there is water."
The word "only" introduces the necessary condition, so we know that "water" is in the necessary condition. This means that "Life can exist" will be in the sufficient condition.
"Life can exist" = LE "water" = W
LE - >W
To gain familiarity with conditional logic, I recommend reviewing the video lessons on this, as they go over which words introduce sufficient and necessary conditions.
Does this make sense? Let us know if you have any other questions!
