IPA: //sʌbˈkɒntrəri//
KK: /sʌbˈkɒntrəri/
In logic, a statement that can be true at the same time as another statement, but both cannot be false at the same time.
In a logical argument, the two subcontrary propositions can coexist without contradiction.
Subcontrary → It is formed from "sub-" (meaning under) and "contrarius" (meaning opposite). The term describes a relationship where two propositions can both be true, but are opposites in a certain context, hence one is under the other in terms of logical structure.
Think of something that is 'under' ('sub-') an 'opposite' ('contrarius') — this helps you remember that 'subcontrary' refers to a relationship where two opposing ideas can coexist.