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/sci/ - Science & Math


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2487449 No.2487449 [Reply] [Original]

Okay /sci/ here to test you.

Solve this

_________________
(5-2x)+(2x-5)=

>> No.2487458

Its actually very simple

>> No.2487463

0

>> No.2487466

0?

Am I missing something?

>> No.2487471
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2487471

bump, are you stupid or what?

>> No.2487472

Zero for all values of x.

>> No.2487489
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2487489

It can't be that hard for you, after all you are Science&Math,

Or should I just spit out the answer?

>> No.2487505

Okay heres the answer faggots

(5-2x)+(2x-5)=5-2x+2x-5=4x

/sci/ is now the dumbest board on 4chan

>> No.2487510

-4x^2 - 25

>> No.2487522
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2487522

>>2487505

>> No.2487527

>>2487505
are you trolling? Fucking elaborate it if you think you've just made a fool of us here.

>> No.2487556

>>2487505

I'm Derping so hard

>> No.2487567

>>2487449
-infinity<x<infinity

>> No.2487581

>>2487567
y=5-2x+2x -5
when y = 0

>> No.2487582

isn't it just 0...

>> No.2487621

>>2487510

It's not multiplication.

>> No.2487642

itt: /sci/ passed 3rd grade.

>> No.2487679

a=5
b=2x

(a-b)+(b-a)

No matter what values a or b may be, the answer will always be 0.
Why? Because (b-a) = -(a-b). And (a-b) = -(b-a). So we can also
write this as:

(a-b)+(-(a-b))

or (a-b)-(a-b)

And we all know anything subtracted from itself is 0.

>> No.2487780

Define f(x) as (5-2x)+(2x-5).
f is clearly continuous and <div class="math">f(0)=0=f(2\pi)</div>.
So you can use Furierrepresantation to get something like
<div class="math">\sum_{k \in \mathbb{Z}} \frac{1}{2\pi}(\int_0^{2\pi}(5-2x)e^{-ixk}+\int_0^{2\pi}(2x-5)e^{-ixk})\int_0^{2\pi}e^{-ixk}</div>
Using partial integration you could easily solve it, but that's left as an exercise.

>> No.2487795
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2487795

>>2487780