I was given this proposition by definition $S \subseteq T \iff S \subset T \lor S = T$.
But the righthand side makes no sense to me: how can including $\lor S$ to something that already includes $T$ make it equal to $T$ ?
Thank you
I was given this proposition by definition $S \subseteq T \iff S \subset T \lor S = T$.
But the righthand side makes no sense to me: how can including $\lor S$ to something that already includes $T$ make it equal to $T$ ?
Thank you
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