Library
▹
Essentials
▹
Sets
Proposition 1.1.13.
Let
U
be a set,
S
,
T
⊆
U
. Then:
S
∩
T
⊆
T
Proof.
Let
x
∈
S
∩
T
.
⇒
def
x
∈
T
References.
https://proofwiki.org/wiki/Intersection_is_Subset
http://metamath.tirix.org/inss2.html
https://leanprover-community.github.io/mathlib_docs/data/set/basic.html#set.inter_subset_right