Frank Booth

Are you in the US? Also, why did you choose this university?

alright. i see, thanks a lot. i will browse yesterday's chat

can you pls give an example then?

yes normal subgroup sorry

is every normal group abelian?

hello

Oh I am sorry I solved it thanks dont worry about it :D

I have a problem. suppose H,K are subgroups, and HK= (hk, h in H, k in K), KH=(kh, h in H, k in K). I need to show that KH is a group iff HK=KH. can you help me fo the forward proof?

hi

@PVAL are there 5 elements of order 10?

can you please help me with this?

my head is gonna explode now

i do

i swear i do

the identity?

one element that generates the group

there are 10 elements in a cyclic group of order 10?

i know the definitions

i swear i know them

can you pls elaborate a little

i dont understand it

are there others?

G has exactly 8 elements of order 10. i need to find the number of cyclic subgroups of order 10. for each of the elements of order 10, say, a, |<a>|=|a|=10. so there are 8 cyclic subgroups of order 10

@PVAL i mistyped i guess, i have found 8 elements of order 10

in a cyclic group of order 10, there are 10 elements that can generate that subgroup

?

10

order 10*

suppose that G has exactly 8 elements of order then. how many cyclic subgroups of order 10 does G have? i guess for all a, |<a>|=8, so, i have found 8 cyclic subgroups of order 10. are there others?

i have a question

hello

@EricStucky thanks Eric

@EricStucky I am trying that now

i tried a couple of examples, nothing seems to work

can someone help me come up with an example that if a,b,c are elements of a group, it needs not be |abc|=|cba|

i have a quick question, can someone pls help me with it

hello

ok alright. Thanks a lot for your attention. really appreciate it

do we assume that k is smaller than n in that case?

@TedShifrin yes I know the rule for doing it

i have this proposition i cannot understand, it says 3 cycles in S_4 are conjugate. can someone pls clarify this?

hi

thanks a lot buddy

i look at the ppl around me, they do it as it taking it out of their pocket, it is so frustrating

so at the wake of a minute, i needed to choose a name, and that name came to my mind

i feel that way most of the time

whatever man

anyway

because i cannot do mathematics well

ok. i see. thanks a lot for your time