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Per the logic for necessary conditions below (from the CR [#permalink]
12 Jun 2005, 15:02
0% (00:00) correct
0% (00:00) wrong based on 0 sessions
Per the logic for necessary conditions below (from the CR logic sticky)
if I have my umberalla (B) then is its raining. If no rain, then no umberall.
However can I say that if Raininig (A) then I have my umberalla (B)
Earlier in the CR logic sticky post it says If B then A is NOT equivalent to If A then B
please help clarify
If A is a necessary condition of B, that means A must happen for B to happen. In other words, if B happened, A must be true. If A is not true, then B can't happen.
In summary: If B then A. If non A then non B.
Example: I will take my umbralla with me only if it rains.
Raining is a necessary condition for my taking the umbralla with me.
If it is not raining, you can be sure that I don't have my umbralla with me