[ilmath]A\cap (B-C)\eq(A\cap B)-C[/ilmath]

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Revision as of 15:07, 31 January 2017 by Alec (Talk | contribs) (Created page with "{{DISPLAYTITLE:{{M|A\cap (B-C)\eq(A\cap B)-C}}}} __TOC__ ==Statement== Let {{M|A,\ B}} and {{M|C}} be sets. Then we claim: {{M|A\cap (B-C)\eq (A\cap B)-C}}<ref name="Alec"...")

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Statement

Let [ilmath]A,\ B[/ilmath] and [ilmath]C[/ilmath] be sets. Then we claim: [ilmath]A\cap (B-C)\eq (A\cap B)-C[/ilmath][1]

Proof

Grade: D
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Draw a Venn diagram, makes sense.

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See also

References

  1. Alec's own work