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factorial1:
Hi bro choose4me, please I'm in need of the GMAT QTS.. Kindly forward to my mail, eesuolaa @ yahoo . com
I intentionally put space in between to avoid been banned
Thanks in anticipation sir.

cc freedom96

Hi bro choose4me, please I'm in need of the GMAT QTS.. Kindly forward to my mail, eesuolaa @ yahoo . com
I intentionally put space in between to avoid been banned
Thanks in anticipation sir.

HAkorehdeh:
I think one must have a DYaccount to be able to apply for the stuff.

It's not compulsory you have a DYA for you to apply. The space for that isn't asterisked like others. Go on with your application.

This is serious.

With a great and undeniable joy within me... I'm pleased to inform you that today is my birthday.

Not only that, still made front page... though, not for the first time.

Kindly click like to wish me Happy birthday.

anonimi:
Kindly delete your post and send it to dollarland.

In case you did not notice this is NAIRAland.
Thanks for compliance by doing the needful.

Cc: Seun, lalasticlala, ishilove et al.

LOL

The unlimited nature, wants, and needs of man makes ‘careful spending’ a tedious task for everyone. Though money would naturally be spent to satisfy a need, it becomes a more viable asset when such need is well thought out before spending on it, after which you make a quantitative expression of a plan which would last within the period of time you want it to. i.e within the range of time you want those needs to be satisfied.

It is believed that when money is unavailable, many needs begin to flow through one’s thought thereby making one feel financially handicapped, depressed and sometimes frustrated. However, once the money becomes available these needs seem to disappear from the mind and you find yourself spending on things not budgeted for.

This is the major reason for extravagant spending, financial experts say in such case one ends up spending more money than necessary.

Therefore, in order for you to spend wisely, the following must be put into consideration:

Create a plan : It is very essential to plan before your income arrives and avoid planning beyond your income. Plan and then make reserve. This helps you to withstand problems and emergencies that comes thereafter and keeps you from borrowing and piling up debts. While doing this, don’t forget to plan your spending according to the resources and important needs that you have at hand. Hence, make a list of things needed and stick to them when money becomes available.

This created plan should not be kept in thought because there is a greater probability of it evaporating at the appearance or arrival of money, hence, it should be written down and adhered to. Lack of planning and budgeting results to spending money not originally intended for, especially when they are not of necessity at that time.

Satisfaction of pressing needs: Things that are needed most should be satisfied first before the others i.e. the highly pressing issues should be at the top of the list indicating its pressure on which it has to be met. if For instance, you want to buy an expensive bracelet and a wristwatch, bracelet portrays no economic value or purpose than the wristwatch, so you can put that aside. Don’t buy things that attracts your eyes when it sure can’t serve any positive purpose

Spending within your means : This implies spending within your capability and strength and avoiding every extra cost that is not budgeted for so as not to end up a debtor. Make sure you buy those things you have already proposed to, as you have already listed out according to your scale of reference.

Contentment: Be pleased, proud and satisfied with whatever you have, either big or small. Contentment with your salary allows you spend prudently according to the limit of your income. It takes discipline to be contented in spending. When you’re not disciplined in spending, you discover that is either you bought little or what you has worth no use at all. Satisfaction helps you to be able to ignore irrelevant purchases focusing on needs and making progress within your financial capacity. Lack of this major component leads to serious extravagant spending.

CONCILIA ONUOHA

Source: http://businessdayonline.com/2014/06/how-to-overcome-spending-without-caution/#comment-631642

lalasticlala

Total filling station... Gbagada branch. #140 per litre.

Please, kindly forward it to eesuolaa@yahoo.com. Thanks.

armadeo:
Sorry. My bad.

Ok

armadeo:
The entire article need to be addressed to you in particular

I've read it.
But, how sure are you that the article needs to be addressed to me sir?

Please, can someone summarize this in 10 lines?

I received a message from Access Bank yesterday... Stating that I should register for BVN and that Accounts with no BVN will be blocked soon. Kindly visit any Access Bank branch to register. This of Access is surely not a scam. Maybe the one you(OP) received is a scam though.

princemol:
I can see dat smart people are very few, I've already seen the right answer
from the comments so far....but others can still try.

you ain't smart either. The ans. is 13. I won't explain that for now... You can still think more...

Prove and not "show" sir.

thankyouJesus:
let me use "ojoro" method to prove:
let u = {1, 2, . . . .10}
a = {1,2,3}
b = {4,5,6}
c = {7,8,9}
AUBUC = {1,2,3. . . 9}
(AUBUC)' = {10}
A'nB'nC' = {10}.
QED

Though power comes when one receive the Holy Spirit... But, it is on our own part to get the power renewed...in which one of the way to renew ones strength in the Lord is by Praying.

#Shalom

mikaj:
Who u be? Where u waka come frm? C'mon go to bed.

For your mind...it seems you've spoken well shey? Good.

That picture was designed by a FUTA student.... Why put FUTO there instead. It's obvious.

Richmond996:
I will forever hold this school in appraisal. the only private school that is actualizing its school goals and utilizing the students fees. God bless Pastor Adeboye.

At bolded... guess you wanted to say Oyedepo instead Or you really meant it?

For your mind...wanted to solve it before... But I won't.

Nuella222:
see as u take style dey durge the question.

See you... You dey use style post your assignment for here abi

Nuella222:
He who gets the right answer kisses the lips
In a group of 40 maths students, 20 of them offer Biology, 15 offer Chemistry and 10 offer Physics. If 8 of them offer both Biology and Chemistry, 6 both Biology and Physics, 7 both Chemistry and Physics while 5 of them offer the three subjects. How many of them offer none of the three subjects?
Your time starts now!!!

Same thing is happening as regards their scholarship for undergraduates... Since last year Nov that we've written the exam...nothing has been heard from them.

Following...

agentofchange1:
nice try sir, av known of this method too but the problem is , its still an approximate, since we truncate @ the 3rd term of expansion , why not 4th or 5th or higher ?. that's because we already know the answer to be 2 by trial -by-error , which is not always the ideal way of solving mathematical problems .


Now can it work for this ?

4^x = x^4 .?

or 3x = 8^x

Solving that question doesn't require using all the terms...as a matter of fact... not for only this question. There are some maths question that one will just have to make use of some part of the equation.

agentofchange1:
there exist NO analytical solutions to such equations yet , except approximate or graphical

though

1) (x,y) =(2,3)=(3,2)

2) x=2

you could be the first mathematician to develop that ,

happy trying .

Question 2 is solvable bro.. Try it out. Gonna lead to you using Binomial expansion.
Can't really be typing tonight... Have got a lot.

Nature130:
Help me with these questions ; find the values of x and y in ; x^y+y^x=17 and x+y=5. (2) find the value of x in 4^x=8x.

May not be able to type the solutions tonight but lemme give an Hint to solving question 2.
Since 4^x = 8x... Divide both sides by 4 to get 4^(x-1) = 2x.
Don't forget 4^(x-1) can be written as (1 + 3)^(x-1)... equating that to 2x gives
(1 + 3)^(x-1) = 2x... Then solve using Binomial Expansion . The answer should be 2 and 0 cause it will surely lead to quadratic equation. Note that you only need the first 3 terms of the expansion.

agentofchange1:
@ factorial1 u try sir ,

differential calculus is quite cheep , but even though integral calculus is the reverse of it , its not usually funny to do so . Now in this regards , how can we then obtain back the integrand .?

Lol... By finding the integral of course, which I'm sure won't be quite easy.

Nwiboazubuike:
Differentiate X^x^x

Ok, here is the solution.
Let Y = X^x^x
firstly... let U = x^x so that... Y = X^U
Now... dy/dx will be equal to dY/dU x dU/dx
Considering U = x^x first.
Applying natural logarithm to the base of exponential to both sides... we have
lnU = lnx^x which can be written as lnU = xlnx,
Now, the derivative of the equation gives
(1/U)dU/dx = x(1/x) + lnx(1)... Using product rule. And don't forget that, U is differentiated implicitly with respected to x.
(1/U)dU/dx = 1 + lnx
Therefore dU/dx = U(1 + lnx).
Since U = x^x, therefore dU/dx = x^x(1 + lnx).

Alright, considering Y = X^U also.
Applying log into base of e to both sides... we have
lnY = UlnX... Also, following the same rule for this also... we have
(1/Y)dY/dU = U(1/x) + lnx(x^x + x^xlnx)... since du/dx = x^x + x^xlnx
(1/Y)dY/dU = x^x(1/x) + x^xlnx + x^x(lnx^2)
dY/dU = x^(x+1) + x^xlnx + x^x(lnx^2)

So therefore dY/dx = dY/dU x dU/dx

which is equal to x^(x+1) + x^xlnx + x^x(lnx^2) x x^x(1 + lnx).

Finally dY/dx = [x^(x+1) + x^xlnx + x^x(lnx^2)] X [x^x(1 + lnx)].

You can expand further by opening the bracket.

Check it out https://www.nairaland.com/2250255/20-reasons-date-physicist-factorial1