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What did you learn today? - Printable Version

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What did you learn today? - EngelRod - 2008-07-23

I learned that watching the same episode of an anime over an over again won't make the next eppisode to be released faster.


What did you learn today? - Roxas - 2008-07-23

EngelRod Wrote:I learned that watching the same episode of an anime over an over again won't make the next eppisode to be released faster.

Ah yes, a painful lesson we all must learn. I learned some things about methylmercury today :f6:



What did you learn today? - Worthyness - 2008-07-23

1+1=2 and no one can change that fact =)


What did you learn today? - butterfλi - 2008-07-23

Worthyness Wrote:1+1=2 and no one can change that fact =)

If you let a = 1 and b = 1, then a = b.
Then for fun, multiply a to both sides, (a)(a) = (a)(b).
Then subtract b^2 from both sides, a^2 - b^2 = ab - b^2.
Then factor both sides, (a - b)(a + b) = b(a - b).
Simplify, a + b = b.
Substitute a = b: b + b = b
b + b = b
2b = b
2 = 1.

I('m) learned/ing to apply math to practical things... and learned/ing everything that's possible by dividing by zero.


What did you learn today? - Zaotsu - 2008-07-23

[SIZE="1"]Though technically, the above is only possible because you're actually factoring out a 0 (that sounds odd) from the equation when you remove (a-b) from both sides.

I learned that despite having all the energy tanks, Phaaze from Metroid Prime 3 kicks my ass.
[/SIZE]



What did you learn today? - MechMike - 2008-07-23

I learnt that Americans spell Learnt, Learned.


What did you learn today? - butterfλi - 2008-07-23

Zaotsu Wrote:
[SIZE="1"]Though technically, the above is only possible because you're actually factoring out a 0 (that sounds odd) from the equation when you remove (a-b) from both sides.

I learned that despite having all the energy tanks, Phaaze from Metroid Prime 3 kicks my ass.
[/SIZE]

Conceptually, everything's wrong with it. But algebraically, there's nothing wrong with it =\.


What did you learn today? - Zaotsu - 2008-07-23

butterfli Wrote:Conceptually, everything's wrong with it. But algebraically, there's nothing wrong with it =\.

[SIZE="1"]Mm, I think no matter what, because it's a 0, you can't legitimately perform that step of the equation, since you have to remember to keep the value of the variables at all times. Dividing by zero is undefined.[/SIZE]



What did you learn today? - z0mgc00k13 - 2008-07-23

i learned that geometry(idc how its spelt) hurts my brain after 3 hours


What did you learn today? - Worthyness - 2008-07-23

butterfli Wrote:If you let a = 1 and b = 1, then a = b.
Then for fun, multiply a to both sides, (a)(a) = (a)(b).
Then subtract b^2 from both sides, a^2 - b^2 = ab - b^2.
Then factor both sides, (a - b)(a + b) = b(a - b).
Simplify, a + b = b.
Substitute a = b: b + b = b
b + b = b
2b = b
2 = 1.

I('m) learned/ing to apply math to practical things... and learned/ing everything that's possible by dividing by zero.

But stating 2=1 does not make mathematical sense and therefore is not true 0_o

2=/=1 as we all know, but i guess there's a whole bunch of random crap that we can do in math to prove someone else wrong ...


What did you learn today? - Congee - 2008-07-24

I learned that a drug called Lasix is named that way because it "lasts six hours". Well okay, I learned that on Tuesday, but remembered it today.


What did you learn today? - Kabanaw - 2008-07-24

butterfli Wrote:If you let a = 1 and b = 1, then a = b.
Then for fun, multiply a to both sides, (a)(a) = (a)(b).
Then subtract b^2 from both sides, a^2 - b^2 = ab - b^2.
Then factor both sides, (a - b)(a + b) = b(a - b).
Simplify, a + b = b.
Substitute a = b: b + b = b
b + b = b
2b = b
2 = 1.

I('m) learned/ing to apply math to practical things... and learned/ing everything that's possible by dividing by zero.


Even though it has no practical use and is infact wrong because you have to divide by zero for it to make sense V(Biggrin)V

A better one is .999~=1.

1/3=.333~
1/3*3=1
.333~*3=.999~
therefore, .999~=1.

Also, I learned today that it's a lot harder to do all the lvl 20-40 victoria island quests at once than I thought before Frown