- Mon Feb 03, 2020 4:33 pm
#73686
We recently received the following question from a student. An instructor will respond below. Thanks!
I'm having a hard time distinguishing between necessary and sufficient conditions. I don'y entirely understand how a necessary condition can be defined as "an event or circumstance whose occurence is required in order for a sufficient condition to occur." For example, in the sentence "If you are rich and famous, then you are happy," being happy is the necessary condition, but it isn't required for the sufficient condition (people being rich and famous). If it were, wouldn't that be a Mistaken Reversal? I have been trying to diagram these conditions by rephrasing problems into "in order for X, then Y," but that doesn't always work because their relationship isn't always causal. I would appreciate any advice on better identifying the conditions.