Can someone actually help please! Suppose R and S are transitive relations on A. Prove that if S o R is a subset of R o S, then R o S is transitive. Thanks
\[x^2 -2x +1 = 0\]
hahaha
... i guess you really dont need help
remember this guys.
i do
with this Can someone actually help please! Suppose R and S are transitive relations on A. Prove that if S o R is a subset of R o S, then R o S is transitive. Thanks
The reason is because this takes one second to do meanwhile longer ones take a bit of time to explain.
but when I post it like that no one helps
hahaha..... what kind of math is that?
I would help if I knew how to solve that.
proofs I guess
i only know transitive relationship in Database
transitive means that if (a,b),(b,c)then(a,c)
ooo I think I have an idea. uhmm
if these ordered pairs are in a set, that set is said to be transitive
I actually don't know how to proceed
neither do I
|dw:1431839514642:dw|
what multiplies to 1 but add to -2?
oh kidrah I appreciate the help but I was trying to make a point with this question, if you notice in the comments
Please go waste your time somewhere else. This site is not meant to be toyed with.
or you can help me with the actual problem i have instead of just looking at it and thinking oh this will take too long
hmm ello faceless :-) it's better to post the original question we are not mathematician here if someone know how to solve that question then they would love to help you :-)
haha they don't though, i had my question up for more than 2 hours
and noone has been able to answer it, or do you just want people randomly throwing stuff about?
well I figure this is a basic proof so hopefully someone here can help
doesn't matter how long you have a bump option better "late" than "never" well good luck! thanks :-)
someone somewhere can, but not at the moment. its a weekend and they prolly doing better things :)
like helping people factor or divide
what does S o R define? i cant recall all the notations
S o R means s composition R : if a,c the a,b and b,c
can give a more clear definition if you want
its 1:20 am im not sure if a clearer def would be that useful to me ... i can barely multiply or divide :)
rational, or ganesha, or satellite, or zarkon .... maybe freckles or kianui ... but not me
lol okay
help please @Zarkon @zepdrix
zepdrix, yeah thats another good call ... start with the Zs. good luck ;)
@rational
:-)
Join our real-time social learning platform and learn together with your friends!