Neldrizzy:
na were ur mind de travel go My own sef follow

kulkatty:


LOL

It's not ma fault that he has plenty/yet to discover thangssss here

3coins:
bestlily has suddenly become an observer

Bestlily:
Bia,Wat Did i do 2 Yhu Na...


Well,I Dnt av anyfin 2 say dats y am silent..

#Wicked Boy

me? Wicked boy? What did i do naa?

3coins:

choi. . . The cold abi. . . Eeeeeyaaa. . Sorry man. . . I'm good anyway. . . .how was work?

herald9:



Lolz... it can't be...you don reach your bus stop...

CJPresh:

Bros eh..my hands dey up oo!

Bestlily:
Bia,Wat Did i do 2 Yhu Na...


Well,I Dnt av anyfin 2 say dats y am silent..

#Wicked Boy

efedua:
fine,tho it was hectic

Neldrizzy:
herald Leave My thread uniuyo get thread

3coins:

lolz. . . .will hunt for yours!!

Neldrizzy:
hahahaah freedom.... That's nice... Mak use of the opportunity .. When is he coming back

Nimen:
Abeg Neldrizy get thread?

Nimen:
Abeg send me your BBM pin and your phone number for ma mail... The one on my siggy.

CJPresh:

I rily dnt know oo.,buh i think it shld be dis weeknd sha..was askd to resume on monday.

3coins:

whats happening?


Efedua. . .sawp man?

efedua:
choi this is molesting/sexual harassment

Neldrizzy:
that's good... You have little time to rest... Am in Benin now sha. i arrived today, going back tomorrow!!

kulkatty:
Pleα̇se wah is the cutoff mark for nursing??

3coins:

me? Wicked boy? What did i do naa?

CJPresh:

*clears throat*..u for first ask whether she dey use BB naa

kulkatty:
choi!!! See sisZONING.. Issokay sha. And BTW, you're welcome

her crush sisterzoned her

Neldrizzy:
that's good... You have little time to rest... Am in Benin now sha. i arrived today, going back tomorrow!!

Neldrizzy:
Lolll don't get me wrong bro

Neldrizzy:
herald Leave My thread uniuyo get thread

I might not be here but I'm here


if you know what that means

efedua:
Tn+Tn* won't give you a single 2a-(n-1) but instead n numbers of 2a-(n-1) in sum. Remember the sum from a(highest possible shakes) to 0 will give n numbers of terms when the numbers of terms is counted. 'a' is a term as well as 'a-1' and lastly we have 'a-(n-1)'.
prove: if we sum a to 0 for 5people shakes we have, a+a-1+a-2+a-3+a-(n-1)=4+3+2+1+0=10 (4,3,2,1 and 0; we have just five terms)
so there for when ever we sum from a to 0 we will always have the numbers of terms equal to the numbers of people. so summing from a to 0 for n numbers of people, we will have n numbers of terms.
the addition of Tn to Tn* by term position will still keep the numbers of terms separated by the plus sign constant.
so for the sum of 2a-(n-1) to n numbers of times we will have;
2Tn=n[2a-(n-1)]
(by principle of addition: p+p+p+p+p+p=6p)

Bestlily:
Yes Na....Yhu Av 4gotten Abi..:-x

Nelsizzy:
Peeping

CJPresh:

Huh..what did u go ther for?

mesoade:
*closses door against him*

GbemiOO:
Hi! I'm new here
So nobody chose Accounting ??