Doing math problems like this makes me want to end my life - srs - help me with it

[Frumpy]

Life time reps. I can't figure it out.

It's super late which is my fault but I just can't seem to figure it out. I'm on spring break so I can't see my professor. Any tip or hint will be helpful. I've spent hours upon hours just tryna figure out how to prove this.

(notsrs bout actually killing myself)

[megacyberninja]

Dat feel when this course has nothing to do with your career doe

[Frumpy]

Dat feel when this course has nothing to do with your career doe

I'm taking a course where the teacher wrote the book... And no it's not a joke course, it's a math course. My angus is getting pounded so hard. Did not expect this.

[BeastlyChange]

[andthenithitme]

where are the numbers?

[morjx]

What class is this? Never encountered anything like so not sure if I have the tools to help.

[adoamd]

http://www.jstor.org/stable/2319447

It's pretty easy OP

[Zads]

[Frumpy]

What class is this? Never encountered anything like so not sure if I have the tools to help.

It's a classical analysis class and undergraduate research

http://www.jstor.org/stable/2319447

It's pretty easy OP

I have access to these websites, if it works I'll love you forever

edit: fcuking school access is being stupid

[FearNoHardship]

I'm asian i should know this



edit: nope have no idea sry op

[Prednisone666]

barely passed pre calc crew

[megacyberninja]

I'm taking a course where the teacher wrote the book... And no it's not a joke course, it's a math course. My angus is getting pounded so hard. Did not expect this.

Lol? Math has nothing to do with about 97% majors, broseph.

[EpicLevelWizard]

42, srs

[morjx]

It seems the closest thing to this that I've taken thus far is Discrete Mathematics.

When is this due? If you have time I'll take it to one of my profs tomorrow and see if I can get a clue so we can figure this out.

[Frumpy]

Lol? Math has nothing to do with about 97% majors, broseph.

what…?

[PostMoves]

da fuk is this schit

[Frumpy]

It seems the closest thing to this that I've taken thus far is Discrete Mathematics.

When is this due? If you have time I'll take it to one of my profs tomorrow and see if I can get a clue so we can figure this out.

It's classical analysis and undergraduate research.

It's super late. It was due a long time ago. But because there are only 3 or so people in the class, and I have the professor for my other math course; he is allowing me to turn it in late without penalty, or so he says.

You can go ask him if you want, but I don't really want to cheat as much as figure it out.

[ALLUCANEATRIBS]

42, srs

pretty sure its 3.50

[Skilllzzz]

Lol? Math has nothing to do with about 97% majors, broseph.

It's a good thing you (maybe?) like math, because English sure as fuk isn't your strong suit.

Also OP 3rd year applied math major checking in here. I have no idea what that question is asking nor do I know what any of it means

[AP12493]

Lol? Math has nothing to do with about 97% majors, broseph.

---

[RAdaRuggedMan]

Was unaware there was a power mean, and was unaware on how to calculate logarithmic mean. Reps, would like to see the answer to the problem as well.

[morjx]

It's classical analysis and undergraduate research.

It's super late. It was due a long time ago. But because there are only 3 or so people in the class, and I have the professor for my other math course; he is allowing me to turn it in late without penalty, or so he says.

You can go ask him if you want, but I don't really want to cheat as much as figure it out.

Yeah I understand but I have no idea how to approach this problem. The proofs that we learn in Discrete Math deal solely with integers and haven't even touched on something like this yet. I know if I show this to my prof he can guide me in the right direction.

[Frumpy]

It's a good thing you (maybe?) like math, because English sure as fuk isn't your strong suit.

Also OP 3rd year applied math major checking in here. I have no idea what that question is asking nor do I know what any of it means

It's a special topic analysis class. We analyze many different things. The professor wrote the book. You talk about many different things, learn many new proof techniques. But in reality it is so fcuking hard. Everything flies over my head every time he teaches something new. And I made the mistake of falling behind. There are no tests. Only projects. The final is a presentation about some research you've found.

I am double majoring in math and bio, with a 3.9. In my math major, I have a 4.0, so don't get me wrong, I'm not stupid, just in a bad predicament.

[Frumpy]

Was unaware there was a power mean, and was unaware on how to calculate logarithmic mean. Reps, would like to see the answer to the problem as well.

I may have figured it out. Let me look into this jstor article.

Yeah I understand but I have no idea how to approach this problem. The proofs that we learn in Discrete Math deal solely with integers and haven't even touched on something like this yet. I know if I show this to my prof he can guide me in the right direction.

None of these proofs are too difficult, it's just getting started. I had to use "back and forth" induction on the previous problem and I never had learned that sh*t in desecrate. Made me wanna end my life.

To top it off I told him I'd type it up in LaTex…. That sh*t took me years for the first 3/5 problems

[Tzaddiq]

Is this a calc course?

If it is, the solution is probably that if you take the derivative dx^2/da/db of both, the inequality may be more easily solved. Just a guess.

[Chrome Face]

Math = logic
logic = computer programming
computer programming = zuckerberg $$$

[Brad155]

assume a>b>0 ; only need to prove p=1/3 by inequality of power mean

Pull out a 'b' from both sides:

(a/b - 1) /log(a/b) < (((a/b)^1/3 + 1)/2)^3

log((a/b)^1/3) > (8(a/b - 1))/(3((a/b)^1/3 + 1)^3)

a=b -> log(a/b)=0 ; a/b - 1 = 0; 0<0 ; so a!=b; must show log(a/b) increases faster than (8(a/b - 1))/(3((a/b)^1/3 + 1)^3)

(b/a)^1/3 > 8(1 + a/b^2/3)/(1 + a/b ^ 1/3)^4 <--> 8(a/b)^1/3 (1+a/b^2/3) < (1+a/b^1/3)^4 <--> (a/b^1/3 - 1)^4 >0

[THHOR]

would rather suck a fat dick than attempt to do this shieeet and im not even gay

[arv91]

stop getting attention, if you wanna off yourself you don't need to post about it on the misc


also, do u even math? answer is 350 +/ 0.00

[RunAndPunch]

well I'm stumped for now. in for possible answer