Brilliant Minds by Hanzel Jhane Ceniza https://padlet.com/cenizahanzel/Brilliantminds Share your thoughts en-us 2018-02-08 06:58:57 UTC 2019-09-18 08:42:21 UTC hello@padlet.com https://padlet-assets.s3.amazonaws.com/icons/Terminator.png Equivalence Relations & Partitions merrylavs https://padlet.com/cenizahanzel/Brilliantminds/wish/229440067 The relation ∼ is an equivalence relation on a set A if the following are satisfied:
(i) a ∼ a ∀a∈A (reflexivity)
(ii) If a ∼ b, then b ∼ a. (symmetry)
(iii) If a ∼ b and b ∼ c, then a ∼ c. (transitivity)

Define [a] = {x ∈ A|x ∼ a} = the equivalence class containing a]]> 2018-02-08 07:24:19 UTC https://padlet.com/cenizahanzel/Brilliantminds/wish/229440067 Anything annaclarissa97 https://padlet.com/cenizahanzel/Brilliantminds/wish/229440218 Why is it that other countries have four seasons

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