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okkkk last one hopefully R, where (x,y)R(z,w) iff \( x+z \leq y+w \) on the set R x R
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its not symmetric obviously
Its reflexive
and asual transitivity is throwing me off
how wld u show transitivity?
1 + 2 <= 1 + 3 1 + 3 <= 1 + 2 (false)
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1 + 2 <= 1+ 3 <= 1 + 4 1 + 2 <= 1 + 4 (true) 1 + 2 <= 1 + 2 (true)
huhhh i didnt follow that
i mean i see how its symmetric
but not transitive
symmetric false transitive true reflexive true
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ya but can u show how its transitive
cuz i didnt follow ur example
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