₦airaland Forum

Still waiting....

I noticed it. Why? Because your title read "Your brain won't notice it", so I was alert.

I need 4 bedroom duplex in abuja.
If you have any available, let me know, preferably "gwarimpa".

Forget teeth whitening or veneers, women in Senegal are their quest for beautiful smiles to extreme levels - by tattooing their gums black.

Women in the west African country say their ancestors have been doing it for years and claim as well as giving a whiter smile, the procedure also protects the gums and stops bad breath.

The procedure was not well known internationally until recently when a video emerged showing a woman called Mariéme who goes under the needle.
More than 17,000 people have watched Mariéme endure the painful process online.

Mariéme said she had became 'obsessed' with the idea of getting her gums tattooed in order to achieve the perfect smile.

She pays a woman, who works from her family home, just 80p to tattoo a combination of burnt oil and shea butter into her gums.

The mixture is at first pressed onto her gums before a needle is repeatedly pricked into it.

Mariéme bears the pain at first, she is seen pushing the tattooist away in tears when the agony becomes too much.

With the black mixture smeared across her mouth and face, Mariéme is only able to have four of the seven layers she originally intended.

She tells the interviewer: 'It hurts. I would never recommend this torture to anyone.'

However, despite the pain she later says she is more than happy with the results.
After a few days she says: 'It really hurts. I thought I was going to die but I tried to hang on.

'I don't regret it now as I have beautiful gums. It's necessary to be beautiful and attractive.'

The tattooist said the practice has been done for years in Senegal among women and even men in some tribes have their gums tattooed, although she admits woman are less interested these days.

She said: 'Women should not have red gums. Her whole smile needs to be enchanting. A nice smile attracts men.'

She added: 'Less and less women are doing this but some are still interested, especially women who are looking for a lover.'

https://i.dailymail.co.uk/i/pix/2013/01/03/article-2256816-16BE3F21000005DC-322_634x348.jpg

https://i.dailymail.co.uk/i/pix/2013/01/03/article-2256816-16BE410F000005DC-412_634x346.jpg

https://i.dailymail.co.uk/i/pix/2013/01/03/article-2256816-16BE40EE000005DC-784_634x347.jpg

https://i.dailymail.co.uk/i/pix/2013/01/03/article-2256816-16BE4329000005DC-980_634x347.jpg

https://i.dailymail.co.uk/i/pix/2013/01/03/article-2256816-16BE43A9000005DC-566_634x347.jpg





http://www.dailymail.co.uk/news/article-2256816/Beauty-treatments-Senegal-style-Women-gums-tattooed-black-improve-smiles.html
http://360orbit..com/2013/01/senegal-women-tattooed-their-gums-to.html

doubleDx: Question 1.

Prove that sin t/1+ cos t = 1/cosec t + cot t.

Taking from the RHS, Since cosec t = 1/sin t and cot t = 1/tan t or cos t/sin t,
1/cosec t + cot t becomes :
= 1/[1/sin t + cos t/sin t]
=1/(1+cos t)/sin t,
inverting:
= sin t/(1+ cos t)
Hence:
sin t/(1+ cos t) = 1/cosec t + cot t.

Question 2.

Prove that:
2tan t/(1-tan^2 t) = 2cos t sin t/(cos^2 t - sin^2 t)

From the LHS,
Since tan t = sin t/cos t
2tan t/(1-tan^2 t) becomes:
=2sin t/cos t /[1/1 - (sin^2 t)/cos^2 t], inverting:
=2sin t/ cos t * cos^2 t/(cos^2 t - sin^2 t)
=2sin t cos^2 t / cos t [cos^2 t - sin^2 t]
=2sin t cos t/(cos^2 t - sin^2 t)

Hence 2tan t/(1-tan^2 t) = 2cos t sin t/(cos^2 t - sin^2 t)

Question 3.

Prove that 1+cot^2(t) sin (t) = cosec (t).

This question is prolly wrong because from the LHS,

If you substitute cot t = cos t/sin t
1 + cot^2 t sin t
=1/1 + cos^2 t * sin t/sin^2 t
sin^2 t + cos^2 t * sin t/ sin^2 t

Since the above can only be multiplied before addition is initiated according to BODMAS, there is no way the result can cancel out to give cosec t

If we add before multiplying sin^2 t + cos^2 t would be 1 to give us sin t/sin^2 t = 1/sin t or cosec t, but it's mathematically wrong to add before multiplying, meaning the question is logically incorrect!

Thus :
1+cot^2(t) sin (t) is NOT equal to cosec (t)

Thanks man, I appreciate.

Pls prove the following trig identities

1) Sin(t)/1+cos(t)=1/cosec(t)+cot(t)

2)2tan(t)/1-tan square(t)=2sin(t)cos(t)/(cos square(t)-sin square (t)

3)1+cot square(t)sin(t)=cosec(t)

Pls prove the following trig identities
1) Sin(t)/1+cos(t)=1/cosec(t)+cot(t)
2)2tan(t)/1-tan square(t)=2sin(t)cos(t)/(cos square(t)-sin square (t)
3)1+cot square(t)sin(t)=cosec(t)

SlyIg: I was there!

So what?, and who we go ask?

Please my gmail account was blocked.
The sms and voice verification is not working for Nigeria.
Please how do i go about it.
The alternate email is directing me to open another e mail.
How do i recover my original email address?

This is the message i keep getting.

"Sorry, the selected country is not supported for verification".




Please r231 or moderator, don't transfer this thread to the computer section.
They seem to be in a deep sleep there!

What exactly is the relevance of this thread?

Another tribal bashing thread?, little wonder the hidden posts.

Please my gmail account was blocked.
The sms and voice verification is not working for Nigeria.
Please how do i go about it.
The alternate email is directing me to open another e mail.
How do i recover my original email address?

This is the message i keep getting.

"Sorry, the selected country is not supported for verification".

idowuswap: Igbos with fradulent mind.small time then go use thier papa do bicycle.haaaaa.fucking peeps .well the agbarry ojukwu ran kabakaba like fowl

Continue. Don't relent. You are on the right track. Be sure that your hatred and jealousy will lead to your sudden end.

afam4eva: I think Ogugua88's comment is spot on. The only thing i will use to fault her is the fact that she once said that Igbos shouldn't fight for anything but that they should join other Nigerians and fight for Nigeria instead.

And how is that worth faulting? Are you guys fighting for Nigeria or Biafra?

jude33084: She has just completed her mansion in Thomas estate, Omonile gate Ajah opposite ♍♈ house

Taken from ♍♈ window

Do you live on top of an uncompleted decking? Just wondering.

Clerverly: And you are what.....Religious bigot!
Go get a life.

Rant whatever you want to rant. It doesn't change the fact.

I would proudly be a religious bigot than a cultist!

Gini ka mmadu bu n'uwa na chukwu na-echeta ya. 2x

Gini ka m bu

Gini ka I bu.

Gini ka mmadu bu n'uwa?

Gini ka m bu

Gini ka I bu

Na chukwu na-eleta ya.

Cultists!

this is both serious and funny. Serious because nairaland is turning into something else. Anything makes the front page these days.
I wont be suprised if one day i see on the front page:

SEUN PISSES AND MUKINA SLAPS HIM

or

SEUN SNEEZES AND MUKINA CATCHES COLD

Nice children, though!

and how do we verify this? Any proof?

shymmex: 2012 has been a bloody year, and it's going end bloody..

I can't wait for World War 3 to start - I want to fight in a big war!!

silly post. Very silly indeed

Please i urgently need someone that will assist me in getting my design approved in Lagos state.

these google guys are starting to scare me with all their ''buy, buy'' stuff. Hope they wont end up monopolizing everything?