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Forums - General Discussion - ive been here for 2 years

marciosmg on 02 October 2009

uh
um

........yeah



www.jamesvandermemes.com

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marciosmg on 02 October 2009

Hey, I know.

At least, NFG will get some vg$.

Thats good right?



www.jamesvandermemes.com

dtewi on 02 October 2009
marciosmg said:

Im joking, dtewi. Heres why its wrong:

 

The square root of a number elevated to square (again, not sure on english) is the module of that number. So:

(4 - (9/2))2 = (5 - (9/2))2

You cant just remove the square and eliminate the 9/2. Actually is this:

!4 - (9/2)! = !5 - (9/2)!  (! stands for the module)

!-0,5! = !0,5!

0,5 = 0,5

See?

Oh, that was to the power of two?

The notation for "to the power of" is ^.



Kimi wa ne tashika ni ano toki watashi no soba ni ita

Itsudatte itsudatte itsudatte

Sugu yoko de waratteita

Nakushitemo torimodosu kimi wo

I will never leave you

WessleWoggle on 02 October 2009

Yes that's good.



Sephiroth357 on 02 October 2009
marciosmg said:
Hey, I know.

At least, NFG will get some vg$.

Thats good right?

 

e=mc^2

 

No, it's not good.




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WessleWoggle on 02 October 2009

It's good.



marciosmg on 02 October 2009
dtewi said:
marciosmg said:

Im joking, dtewi. Heres why its wrong:

 

The square root of a number elevated to square (again, not sure on english) is the module of that number. So:

(4 - (9/2))2 = (5 - (9/2))2

You cant just remove the square and eliminate the 9/2. Actually is this:

!4 - (9/2)! = !5 - (9/2)!  (! stands for the module)

!-0,5! = !0,5!

0,5 = 0,5

See?

Oh, that was to the power of two?

The notation for "to the power of" is ^.

All you had to do was watch how thw 81/4 turned into 9/2. What do you thing happened?

But I still say 0.9999 is different than 1.

Know why?

Cause 0.999999 has no 1 in it.

 



www.jamesvandermemes.com

dtewi on 02 October 2009
marciosmg said:
dtewi said:
marciosmg said:

Im joking, dtewi. Heres why its wrong:

 

The square root of a number elevated to square (again, not sure on english) is the module of that number. So:

(4 - (9/2))2 = (5 - (9/2))2

You cant just remove the square and eliminate the 9/2. Actually is this:

!4 - (9/2)! = !5 - (9/2)!  (! stands for the module)

!-0,5! = !0,5!

0,5 = 0,5

See?

Oh, that was to the power of two?

The notation for "to the power of" is ^.

All you had to do was watch how thw 81/4 turned into 9/2. What do you thing happened?

But I still say 0.9999 is different than 1.

Know why?

Cause 0.999999 has no 1 in it.

 

I didn't get what had happened. All I saw was you multiplying by two, not squaring.

Also, do you see a 2 in 3/6? No? But isn't it still equal to two?

0.999... is just another way to say one. They are not different numbers, just different ways to say the same thing.



Kimi wa ne tashika ni ano toki watashi no soba ni ita

Itsudatte itsudatte itsudatte

Sugu yoko de waratteita

Nakushitemo torimodosu kimi wo

I will never leave you

WessleWoggle on 02 October 2009

0.999... Would go on forever and never become 1.



Sephiroth357 on 02 October 2009
WessleWoggle said:
0.999... Would go on forever and never become 1.

Round it.