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Write the relations in tabular form and ...

Write the relations in tabular form and determine their type.
R= {(x, y): y `lt=` x `lt=` 4} on A = {1,2,3,4,5)

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R `{(x.u): y le x le 4} "on" A `
` ={1,2,3,4,5}`
`{(1,1),(2,1),(2,2),(3,1),(3,2),(3,3),(4,1),(4,2),(4,3),(4,4)`
R is neither reflexive nor symmeyric but transitive.
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MBD PUBLICATION-RELATION AND FUNCTION-QUESTION BANK
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  2. Write relations in tabular form and determine their type for R={(x,y) ...

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  10. List the members of the equivalence relation defined by {{1},{2},{3,4...

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  11. List the members of the equivalence relation defined by {{1,2,3},{4}} ...

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  12. List the members of the equivalence relation defined by {{1,2,3,4}} pa...

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  13. Show that if R is an equivalence relation on X then dom R=rngR =X.

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  14. Given an example of a relation which is reflexive, symmetric but not...

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  15. Given an example of a relation which is reflexive, transitive but n...

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  16. Given an example of a relation which is symmetric, transitive but no...

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  17. Given an example of a relation which is reflexive but neither symmet...

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  18. Given an example of a relation which is transitive but neither refle...

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  19. Given an example of a relation which is an empty relation.

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  20. Given an example of a relation which is a universal relation.

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