Reflexive Symmetric Transitive & Equivalence Relations in Discrete Mathematics in Hindi
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- Опубликовано: 19 сен 2024
- #discretemathematics #discretestructure #dim #dis #lmt #lastmomenttuitions
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Antisymmetric (1,2)( 2,1) how 🤔
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Let A={0,1,2,3} and R=((x, y) : x-y=3k, kid an integer) i.e, XRY if x-y is divisible by 3,then prove that R is an equivalence relation.
Sir plz solve this??
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Sir symmetric may (2,2),(4,4) hai but (1,1),(3,3) n (2,3),(3,2) kyu nhi hai 🤔
Nice
Defined in the set I of intergers. Then prove that R is an equivalancerelation.....ye wala question ko samjha do na bhhiya
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(1, 4) ku nhi aaya
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Sare ke sare hone chahiye Kya symmetric
No
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Kal kis kis ka paper hai.? 🤓
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Anti symmetric batao na
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