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Is \( \le on N \) transitive, reflexive and symmetric?
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its reflexive
its not symmetric
but is it transitive?
ohhh yaaaa it must be
if 1 \( \le \) 2 and 2 \( \le \) 3 then 1\( \le \)3
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hahaha I didnt realize i knew the answer
you have "to prove" it for every x ,y,z that satisfiy xRy and yRz ====>xRz
Not this question but i bet the next few i will
umm like how abt the = r
how abt the equal relation on N?
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Like its reflexive
its symmetric
ohh and its transitive tooo
sorry like i cant figure out the answer untill i type it out its weird
sorry guys
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Just be carefu! :) ...you just gave an example of x,y and z ! It doesn't count as an answer ! (a Mathematical one )
ya true. Thankkksssss
yw :) !
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