@benhancock68 said:
I have been seeking clarification on a frequent logic game rule. If the rule says A1---->B2, does that also mean if B is second A will be first?
Nope, the necessary condition being satisfied doesn't have any affect on the sufficient. The rule simply "falls away" -- meaning it is now spent and A is free to go in A1 or any other place it is permitted.
Make sure to review your "lawgic" lessons. As I'm sure you've found out, they are imperative for not just LR, but LG as well!
Comments
No.
If A is in 1, then B is in 2 (A1 -> B2 or /B2 -> /A1)
What you've described is:
A is in 1 if and only if B is in 2 (A1 <-> B2 or /A1 <-> /B2)
Nope!
This means if A is in 1, B MUST be in 2.
The negation of this is if B is NOT in 2, then A MUST NOT be in 1.
Nope, the necessary condition being satisfied doesn't have any affect on the sufficient. The rule simply "falls away" -- meaning it is now spent and A is free to go in A1 or any other place it is permitted.
Make sure to review your "lawgic" lessons. As I'm sure you've found out, they are imperative for not just LR, but LG as well!
https://7sage.com/lesson/sufficiency-necessity-what-does-the-arrow-mean/