I bet you dumb fucks can't figure it out

I bet you dumb fucks can't figure it out.

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wolframalpha.com/input/?i=integrate from 0 to infinity (10sin(x))/(2x)
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my nspire cx won't actually accept the equation
feels bad man

not possible unless you know how much the hotdog equals

Answer is 5/2 pi.

wolframalpha.com/input/?i=integrate from 0 to infinity (10sin(x))/(2x)

if anyone has a better calculator on hand

where the fuck did the hot dogs come from though

works too,

it's a variable

you're a variable

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You can't find the integral from x to infinity jackass

1 derivadog

The answer is 5*pi /2

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It isn't x to infinity, jackass. it's 0 to infinity.

it's 10sin, not just sin.

nvm i'm a jackass you pulled out the two

the answer is pizza you dumb niggers

yea....you got it user

Ur autistic I meant u can't find the integral from anything to infinity it doesn't matter what x is jackass go back to school u fucking fag

You can, actually. And the answer is 5pi/2.

Wtf, guys? It isnt integrable (расходится), is it? The result is infinity.

Indefinite integral is 5*Si(x)

Solution is 5*pi/2

Excuse me, but sir, do you have a down syndrome or something?

Integrals to infinity are taught on the first course on integrals and yes you can quite easily solve them if you have the integral function

There's a lot of integrals that converge tardo

Integral of 1/x^2 between 1 and infinity = 1

I am stuck at integrating sin(hotdog)/hotdog. Anybody know how to do that?

Take f(x) = 0.

integrate it over [0,1].
now over [0,2].
now over [0,3].
now over [0,4].

Realize something?

It's a special sine integral that's not really taught in Calc 1-3/DQ.

It literally integrates to 5 Si (hotdog) + constant.

Answer is 5*pi/2

True, There is no integral function but you can numerically estimete where it converges

Interesting, I never heard about Si and Co.

I think you mean the antiderivative is not an elementary function. It certainly exists.

firstly, you sneaked "∞" in there and secondly we dont know the value of the hotdog.

Without those it would just be easy.

hotdog = x

are you trolling or stupid

Do you not know what the Lebesgue integral is user?

You can integrate with infinity.....

The hotdog is just a variable.

If the hotdog was a numerical value, your antiderivative would just be (whatever you're integrating)*x.

So yea, of course it would be easy.

The answer is 5 half pies

its Sup Forums, you can assume that everyone is trolling and even if someone is not they will say they are trolling when shown to be incorrect.

Stop trolling me.

Does this make any sense? I am also stuck now because I can't evaluate that infinite sum with infinity for x. But would that in theory be correct?

thats the spirit.

Yes but there's also some shit about convergence and analyticity etc.

Hmm OK. I also just realized that I got x^4 instead of x^5 at one point.

You should be fine in this case because sine is analytic and is the equal to its laurent series everywhere iirc. You just need to take the limit of the sum you get as x goes to infinity. Then subtract what you get when x=0 and by the fundamental theorem of calculus you are done, except you need that theorem in a more advanced form tham you see in a first semester of calc to rigorously prove this.

a beer and 2 burgers arent enough to feed 20 people unless they are in s.korea or africa. if anything, its barely enough to feed 1 fat amerifuck

I think that it would be 0 if x is 0 so I just ignored it. But after looking at it I found a few more mistakes I made, like squaring 2n + 1 in the denominator instead of taking the factorial. I guess I should go to sleep ...

5pi/2

This man right here is correct

Samefag