Does your school have a strange schedule/lots of free periods? You seem to be able to get to a computer at all times of the day, I've been curious how you manage that with school/homework.
–
Sam Solomon
Staff
·
2 years, 11 months ago

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@Sam Solomon
–
HAHAHAHAHAHAHA! Yes, I have no life, and yes, except today, I spend roughly 2 hours on Brilliant. Which is tough because I'm preparing for a Bar-Mitzvah and I'm swimming. So yeah. I am a Brilliantic for life.
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Finn Hulse
·
2 years, 11 months ago

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@Finn Hulse
–
Nice, it's pretty funny how you said you had no life, my friends tell me that all the time and make fun of me for getting on this website a lot. There all like, " oh ya Robert, your website is only for brilliant people. In a stupid sarcastic tone. Didn't know you were Jewish, that's pretty cool! What's your plan for your Bar-Mitzvah. My friend went to a nice hotel in Mexico and ate a ton of food. He said it was pretty freaking amazing.
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Robert Fritz
·
2 years, 11 months ago

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@Robert Fritz
–
The service is gonna be pretty regular, with a frickin wild party after. For my B'nai-mitzvah, or "good deed", I'm tutoring a bunch of 5th graders about MATHCOUNTS and problem-solving techniques so that they're prepared to be on the MATHCOUNTS team in middle school. It's frickin boss, dude. :D
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Finn Hulse
·
2 years, 11 months ago

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@Finn Hulse
–
Sweet! I also have to ask, have you ever tried science bowl. I'm stuck between doing track, science bowl, or mathcounts . Plus I just found out that for the science and math competitions that my magnet school can't compete in them as a team I was like, " what the **!" Luckily, I heard my other school actually has a decent team. I guess I'll try it next year. Is it only 7th-8th grade. Geez, I have to many unanswered questions.
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Robert Fritz
·
2 years, 11 months ago

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@Robert Fritz
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No, I've never done Science Bowl. But you should totally do MATHCOUNTS! It's fricking boss! :D
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Finn Hulse
·
2 years, 11 months ago

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@Finn Hulse
–
National Science Bowl (NSB) is something you should really consider doing! It was really fun last year. Do it for the experience.
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Daniel Liu
·
2 years, 11 months ago

@Finn Hulse
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Science bowl is the best, I first got started in our schools science bowl club, it is really fun and you learn a lof different subects of science ask your teachers about it.
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Mardokay Mosazghi
·
2 years, 11 months ago

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@Mardokay Mosazghi
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Oh. My school doesn't have a Science Bowl club. Can I still participate?
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Finn Hulse
·
2 years, 11 months ago

@Sharky Kesa
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I feel sorry for you, but do you have any math competitions, You are 13 years old and you are level 5 in algebra, combinactoris and number theory.Nice!
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Mardokay Mosazghi
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2 years, 11 months ago

@Sam Solomon
–
That's what I've been thinking as well... then I remembered how blissfully delightful middle school was. Not much homework there.
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Justin Wong
·
2 years, 11 months ago

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@Justin Wong
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HAHAHAHAHA yeah. I haven't done any homework AT HOME since 4th grade. No joke. :D
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Finn Hulse
·
2 years, 11 months ago

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@Finn Hulse
–
Same here I complete my homework at school and then either log on to Brilliant or enjoy
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Ashtik Mahapatra
·
2 years, 11 months ago

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@Finn Hulse
–
gosh y'all are so lucky; in Taiwan, we have like 2 hours of homework everyday (as in, at home).... -.- not to mention tests every three or so days.... uggg
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Dana Chiueh
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2 years, 10 months ago

@Finn Hulse
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What if it's a special sort of school such as a selective school for highly academic or a grammar school.
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Sharky Kesa
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2 years, 10 months ago

@Finn Hulse
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This is usually what happens in south and south-east Asia. I have done Kindergarten in India, I know (though not that much).
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Sharky Kesa
·
2 years, 10 months ago

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@Sharky Kesa
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I went to the American Embassy School in Dehli. Needless to say, it was luxurious and easy. :D
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Finn Hulse
·
2 years, 10 months ago

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@Finn Hulse
–
..........oh it's the "American Embassy" part eh?
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Dana Chiueh
·
2 years, 10 months ago

@Sharky Kesa
–
yup (although, technically, Taiwan is in east asia....)
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Dana Chiueh
·
2 years, 10 months ago

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What do you like to do except "Brilling".!
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Satvik Golechha
·
2 years, 11 months ago

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@Satvik Golechha
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Math... and friends. Haha, I hadn't thought of Brilling. :D
–
Finn Hulse
·
2 years, 11 months ago

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What is there to do in Willamsburg?
–
Calvin Lin
Staff
·
2 years, 11 months ago

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@Calvin Lin
–
Quite a lot! I just don't do any of it. Have you ever heard of Colonial Williamsburg? It was the capital for twice as long as Washington, D. C..
–
Finn Hulse
·
2 years, 11 months ago

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Hugh Everett hypothesized that objective reality is actually many worlds, every event being a branch point spawning ever more possible worlds, so that in one world, the cat is alive, and in another, it's dead. Would you be a confirmation of that hypothesis, being that you seem to be everywhere and doing everything all at once?
–
Michael Mendrin
·
2 years, 9 months ago

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@Michael Mendrin
–
That is interesting to think about. And yes, I am doing a lot at once. Yesterday I had my Bar Mitzvah... :O
–
Finn Hulse
·
2 years, 9 months ago

@Michael Mendrin
–
Haha thanks. Yes I think roughly \(\dfrac{1}{100000}\) of the currently existing universes contain a Finn Hulse who just had a Bar Mitzvah.
–
Finn Hulse
·
2 years, 9 months ago

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@Finn Hulse Congrats on your level 4 and level 5 on all subjects especially calculus.
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Mardokay Mosazghi
·
2 years, 9 months ago

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@Mardokay Mosazghi
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Oh yeah thanks. As a matter of fact, when I first joined Brilliant (with all Level 2's and 3's and 1's) I was originally Calculus Level 5. There was a really easy problem on the placement test. I accidentally lost it for a while, but then one of my wrong answers to @Sharky Kesa's Level 4 problem turned out to be right after all and my rating got pushed up! :D
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Finn Hulse
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2 years, 9 months ago

man! finn hulse! u r juss 13 yrs old nd u solve so many problems of higher levels with ease...! gr8! :) salute
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Pradeep Ch
·
2 years, 11 months ago

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@Pradeep Ch
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Thanks, you made my day! Actually, I'll be 13 in May. But yeah, I'm totally cool solving problems for fun, but on tests, I freak out and get a lot wrong. :D
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Finn Hulse
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2 years, 11 months ago

@Finn Hulse
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Just a salute? I admire you Finn Hulse dude you are awesome. I mean I am 15 and still I can't solve many problems but you , what can I say, FAB. I think this proficiency comes from AoPS. Am I right?
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Ashtik Mahapatra
·
2 years, 11 months ago

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@Ashtik Mahapatra
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Oh actually no, I've never really used AoPS. I can't figure out how to get anywhere. :D
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Finn Hulse
·
2 years, 10 months ago

Hi @Finn Hulse , it seems like you are very eager to be on the "People to Follow", hope you won't want to bite my head off for taking the place, haha. What I want to say is, "People to Follow" isn't a place to get attention, nor judging your achievements/ability. You are doing great and the "People to Follow" doesn't matter very much actually! Keep up your great job, cheers!
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Christopher Boo
·
2 years, 11 months ago

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@Christopher Boo
–
Haha, yes I am very eager to get on that list! I think your head should be pretty safe, though. It's just a matter of pride, for me. You know, like I just want to be considered a person to follow! Don't we all? :D
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Finn Hulse
·
2 years, 11 months ago

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@Finn hulse How/when you noticed you're smart in (math/physics &others...) at the first time ? How did u feel then? :)
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Mahdi Al-kawaz
·
2 years, 11 months ago

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@Mahdi Al-kawaz
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I've always liked math a lot, but when I got to sixth grade, I realized it was cool to be really good at math. So I started becoming "fake"-good, at math just to be cool.

I realized that in fact, math was AWESOME in the summer after sixth grade. Now, I'm in 7th grade, and I do math because of how interesting and amazing it is.
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Finn Hulse
·
2 years, 11 months ago

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Finn Hulse .....hv guts attempt this
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Mayyank Garg
·
2 years, 11 months ago

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are you really 13 years old? :D
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Nisarg Thakkar
·
2 years, 11 months ago

@David Lee
–
good! Great going :) hope you guys become renowned for doing something better and new. All the best for Life and its challenges!
School is way awesome and Youth is gr8. But when it goes, you know where you stand and I hope, then you know where you want to go next.
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Nisarg Thakkar
·
2 years, 11 months ago

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@David Lee
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HAHAHAHAHAHAHAH nice. Fist bump for us young people. :D
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Finn Hulse
·
2 years, 11 months ago

Hi Finn, did you take any math lessons outside the school? (i.e KUMON)
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Ahmad Naufal Hakim Ashari
·
2 years ago

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@Ahmad Naufal Hakim Ashari
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Yes, a senior from the local college that my parents teach at comes over once a week to tutor me in advanced graduate-level math.
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Finn Hulse
·
2 years ago

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@Finn Hulse
–
That sounds really neat and fun, did your school has some kind of program that teaches you in math too?
And how many times did you practice in a week? Sorry for asking too many questions, I'm just too curious ><
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Ahmad Naufal Hakim Ashari
·
2 years ago

Aww Finn, did'cha unfollow me? D: and what happened to Theme based problems. And hows the country ur in XP
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Charlton Teo
·
2 years, 8 months ago

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@Charlton Teo
–
He hasn't left the country, I think, but the state. I am in a different country, SINGAPORE! :D
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Sharky Kesa
·
2 years, 8 months ago

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@Sharky Kesa
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COME VISIT RI XD even tho im not sure if they allow strangers in
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Charlton Teo
·
2 years, 8 months ago

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@Charlton Teo
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I don't think I can. Go to the Science building in Jurong East tomorrow, you might see me in the afternoon.
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Sharky Kesa
·
2 years, 8 months ago

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My mom speaks Mandarin and I was wondering how you pronounce your last name, since I don't think it's in pinyin.
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Finn Hulse
·
2 years, 9 months ago

@Finn Hulse
–
Oh. My name is Yuxuan (Yû Xuān) and Seah is my family name. In pinyin it's Shé.
I don't really know how to tell you how to pronounce it in English, because when people first see it, they usually get it wrong and I just adopt a Trial and Error method to help them get it right. But I could try :D

'See-ahh.' That's somewhat right.
(My Chinese name, in case you wanna know, is 佘宇轩.) :D
Try to teach yourself mandarin. It's fun. And educational. :D
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Yuxuan Seah
·
2 years, 9 months ago

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@Yuxuan Seah
–
Sorry about the formatting though, for the 'û' the sign on top is actually inverted. (Couldn't get it right on my computer. D:) And yes, 'Seah' isn't in pinyin. o.O
Interesting that you ask such a question. :D

I didn't know your mom speaks Mandarin! Hmm... is she from China? Or Singapore? :D
–
Yuxuan Seah
·
2 years, 9 months ago

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@Yuxuan Seah
–
Well, names are complicated. Check this out:
http://en.wikipedia.org/wiki/Wolfe+585,_Senior
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Yuxuan Seah
·
2 years, 9 months ago

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Whew, I'm not very active recently and I just found that you are all most level 5 in every topic! Do you have a great source to learn your physics?

By the way, I like your tag #Finn, added to my list! :P
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Christopher Boo
·
2 years, 9 months ago

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@Christopher Boo
–
Yes! I attribute my recent change mostly to Brilliant Squared, though. Aside from that, @Anish Puthuraya's YouTube channel has been a great resource, along with Khan Academy and a Physics II for Dummies textbook. When I'm unfamiliar with an approach, Google is very helpful, and once I master a formula, I can apply it!

Oh yeah but also the thing about Brilliant Squared is that the problems are ranked way higher than they should be. I think it's mostly because the staff can choose the rating, even though in reality it gets pushed down a ton.

Oh yeah and #Finn is a pretty epic tag. :D
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Finn Hulse
·
2 years, 9 months ago

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@Finn Hulse
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I added that tag the moment I realized you could add any tag to your homepage. :D
–
Yuxuan Seah
·
2 years, 9 months ago

@Yan Yau Cheng I have a much simpler proof for problem #5.

Question Statement:

Given that \(p\) and \(p^2 + 8\) are both primes , what is the sum of all possible
values of \(p\)?

Solution:

We can see that if \(p \equiv 1\) or \(p \equiv 2 \pmod{3}\), then \(p^2\) will be congruent to \(1\) or \(4\) modulo \(3\), respectively (which is simply \(1^2\) and \(2^2\)). In both of these cases, by adding \(8\) which is \(\equiv -1 \pmod{3}\), the expression is \(\equiv 0 \pmod{3}\) and is thus never prime (it's divisible by \(3\)). For \(p \equiv 0 \pmod{3}\), the expression is congruent to \(0+8 \equiv 2 \pmod{3}\) which may or may not be prime. But because \(3\) is the only prime divisible by \(3\), we can just plug that in, which is \(3^2+8=17\) which is prime. Thus \(\boxed{3}\) is the only solution.
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Finn Hulse
·
2 years, 9 months ago

@Finn Hulse
–
Recall that your problem had a wrong answer, and hence had an inflated rating. When we corrected it, the ratings were then pushed down. Given that it simply uses Newton formula, it's definitely not in level 5.

There is a possibility that the numbers are not accurate, given that we had to change the answer.
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Calvin Lin
Staff
·
2 years, 10 months ago

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@Calvin Lin
–
I see. But the numbers were unchanged, so I don't think that that would have done anything. Especially considering that the moment you changed the answer, the # of solvers went from 1 to 16. But Newton's Sums is still a Level 4 concept, especially in that application of it. I'd appreciate it if you gave it the correct rating. Thanks. :D
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Finn Hulse
·
2 years, 10 months ago

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@Calvin Lin Have you actually received my email? Sorry to bug you, but I'm interested to see your reaction. :O
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Finn Hulse
·
2 years, 10 months ago

@Daniel Liu
–
Yeah, I had noticed that but assumed Finn knew.
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Sharky Kesa
·
2 years, 10 months ago

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@Sharky Kesa
–
Yeah I did @Daniel Liu but can you find anybody with more comments than me? I'm like the most social person on the site. :D
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Finn Hulse
·
2 years, 10 months ago

@Peter Taylor With the new solution-viewing format (where you can see what solutions you've posted) I had a "Brilliant" thought. What if when you viewed the page, beside each solution, it showed how many upvotes it had? Also, will you guys make it so we can view everybody's solutions, not just our own?
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Finn Hulse
·
2 years, 10 months ago

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@Peter Taylor I'm happy to see that new bar where you can access solutions! I'm glad I don't need to upgrade to Brilliant Squared to have access to this decent little feature!
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Finn Hulse
·
2 years, 10 months ago

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Congratulations @Christopher Boo for beating me in terms of followers! I knew you would eventually, especially since you made "Who to Follow" and I didn't. Well, well, I guess I'll never be as good as you.
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Finn Hulse
·
2 years, 10 months ago

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@Calvin Lin Could you boost the rating of Dominoes and Chessboards to like, 2200? It's pretty insanely tough until you realize the trick and then it's (moderately) easy. Good luck solving it! :D
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Finn Hulse
·
2 years, 10 months ago

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@Finn Hulse
–
Is that so? I don't really think it is that hard at all... I will post a solution.
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Daniel Liu
·
2 years, 10 months ago

Hi Finn have you noticed that it is showing that you have followed only 51 members. Actually you had followed around 3000+ I suppose?
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Ashtik Mahapatra
·
2 years, 11 months ago

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@Ashtik Mahapatra
–
Yeah. I thought it was a bug but it wasn't. Did you spend all your time unfollowing people?
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Sharky Kesa
·
2 years, 11 months ago

Finn, can you please tell me what is the line between 10 and Euler's totient function in your problem "Let's compute this manually " in your " Modular arithmetic and NT problems " set ?
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Sriram Venkatesan
·
2 years, 8 months ago

@Calvin Lin Have you seen this epic problem!? I think it's really cool and takes advantage of one of the coolest algebraic principles that I know! You'll enjoy it! :D
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Finn Hulse
·
2 years, 11 months ago

1) \(g(x) \) is a polynomial, otherwise I can define \( |g(3) | \) to be anything.
2) The degree of \(g(x) \) matters, otherwise we can take the square.
3) The leading coefficient of \( g(x) \) matters, otherwise we can just multiply by 2.
–
Calvin Lin
Staff
·
2 years, 11 months ago

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@Calvin Lin
–
What do you mean the degree of \(g(x)\) matters?
–
Finn Hulse
·
2 years, 11 months ago

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@Finn Hulse
–
The polynomial \( g(x) = (5(3)^5+3(3)^4-11(3)^3-2(3)^2+3(3)+5) ^2 \) will also satisfy your conditions as previously stated, namely that each of the roots of \( g(x) \) is the reciprocal of one of \( f(x) \) roots.

Note that currently, saying "the coefficient of \(x^5 \) is -5 is also not sufficient, since I could take \( g(x) = A(5(3)^5+3(3)^4-11(3)^3-2(3)^2+3(3)+5) ^2 \) for some suitable constant \(A\).

Note that you will also need the condition that "each of \( f(x) \) roots are the reciprocal of \( g(x) \) roots", otherwise, I can just take \( \alpha x - 1 \), where \( f( \alpha ) = 0 \).

The issue with some of your problems is that they are not correctly and clearly phrased. You have an idea of what it is in your head, but when written down, it could be interpreted in a multitude of ways. You need to take care of such 'edge cases' that I listed out above, instead of expecting others to deduce what you are thinking. They will not do so, and would instead just skip your problem.
–
Calvin Lin
Staff
·
2 years, 11 months ago

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@Calvin Lin
–
It's all Greek to me. Would you mind making the changes? I'm sorry for the inconveniences with all of these problems. I'll make sure to not make such silly mistakes in the future. :D
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Finn Hulse
·
2 years, 11 months ago

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@Finn Hulse
–
I've made some changes which makes \( g(x) \) uniquely determined (up to sign). There are possibly better ways of expressing it that are not so clunky.

I avoided talking about the "content of the polynomial", as that is not a commonly understood term.
–
Calvin Lin
Staff
·
2 years, 11 months ago

## Comments

Sort by:

TopNewestDoes your school have a strange schedule/lots of free periods? You seem to be able to get to a computer at all times of the day, I've been curious how you manage that with school/homework. – Sam Solomon Staff · 2 years, 11 months ago

Log in to reply

– Finn Hulse · 2 years, 11 months ago

HAHAHAHAHAHAHA! Yes, I have no life, and yes, except today, I spend roughly 2 hours on Brilliant. Which is tough because I'm preparing for a Bar-Mitzvah and I'm swimming. So yeah. I am a Brilliantic for life.Log in to reply

– Robert Fritz · 2 years, 11 months ago

Nice, it's pretty funny how you said you had no life, my friends tell me that all the time and make fun of me for getting on this website a lot. There all like, " oh ya Robert, your website is only for brilliant people. In a stupid sarcastic tone. Didn't know you were Jewish, that's pretty cool! What's your plan for your Bar-Mitzvah. My friend went to a nice hotel in Mexico and ate a ton of food. He said it was pretty freaking amazing.Log in to reply

– Finn Hulse · 2 years, 11 months ago

The service is gonna be pretty regular, with a frickin wild party after. For my B'nai-mitzvah, or "good deed", I'm tutoring a bunch of 5th graders about MATHCOUNTS and problem-solving techniques so that they're prepared to be on the MATHCOUNTS team in middle school. It's frickin boss, dude. :DLog in to reply

**!" Luckily, I heard my other school actually has a decent team. I guess I'll try it next year. Is it only 7th-8th grade. Geez, I have to many unanswered questions. – Robert Fritz · 2 years, 11 months agoLog in to reply

– Finn Hulse · 2 years, 11 months ago

No, I've never done Science Bowl. But you should totally do MATHCOUNTS! It's fricking boss! :DLog in to reply

– Daniel Liu · 2 years, 11 months ago

National Science Bowl (NSB) is something you should really consider doing! It was really fun last year. Do it for the experience.Log in to reply

– Finn Hulse · 2 years, 11 months ago

How do I get started?Log in to reply

– Mardokay Mosazghi · 2 years, 11 months ago

Science bowl is the best, I first got started in our schools science bowl club, it is really fun and you learn a lof different subects of science ask your teachers about it.Log in to reply

– Finn Hulse · 2 years, 11 months ago

Oh. My school doesn't have a Science Bowl club. Can I still participate?Log in to reply

– Mardokay Mosazghi · 2 years, 11 months ago

Yeah I think soLog in to reply

– Sharky Kesa · 2 years, 11 months ago

They have nothing like that in Australia. It's saddening.Log in to reply

– Mardokay Mosazghi · 2 years, 11 months ago

I feel sorry for you, but do you have any math competitions, You are 13 years old and you are level 5 in algebra, combinactoris and number theory.Nice!Log in to reply

– Sharky Kesa · 2 years, 11 months ago

I have a couple which I am going to attend and also I am 12.Log in to reply

– Justin Wong · 2 years, 11 months ago

That's what I've been thinking as well... then I remembered how blissfully delightful middle school was. Not much homework there.Log in to reply

– Finn Hulse · 2 years, 11 months ago

HAHAHAHAHA yeah. I haven't done any homework AT HOME since 4th grade. No joke. :DLog in to reply

– Ashtik Mahapatra · 2 years, 11 months ago

Same here I complete my homework at school and then either log on to Brilliant or enjoyLog in to reply

– Dana Chiueh · 2 years, 10 months ago

gosh y'all are so lucky; in Taiwan, we have like 2 hours of homework everyday (as in, at home).... -.- not to mention tests every three or so days.... ugggLog in to reply

– Mardokay Mosazghi · 2 years, 10 months ago

Me tooLog in to reply

– Finn Hulse · 2 years, 10 months ago

Dude you're in the US. :PLog in to reply

– Sharky Kesa · 2 years, 10 months ago

What if it's a special sort of school such as a selective school for highly academic or a grammar school.Log in to reply

– Finn Hulse · 2 years, 10 months ago

He goes to Takoma Park. :PLog in to reply

– Mardokay Mosazghi · 2 years, 9 months ago

no i got MBHSLog in to reply

– Finn Hulse · 2 years, 9 months ago

Oh. But you used to go to Takoma right?Log in to reply

– Mardokay Mosazghi · 2 years, 9 months ago

yepLog in to reply

– Finn Hulse · 2 years, 10 months ago

:OLog in to reply

– Dana Chiueh · 2 years, 10 months ago

i know it's so sad D:Log in to reply

– Sharky Kesa · 2 years, 10 months ago

This is usually what happens in south and south-east Asia. I have done Kindergarten in India, I know (though not that much).Log in to reply

– Finn Hulse · 2 years, 10 months ago

I went to the American Embassy School in Dehli. Needless to say, it was luxurious and easy. :DLog in to reply

– Dana Chiueh · 2 years, 10 months ago

..........oh it's the "American Embassy" part eh?Log in to reply

– Sharky Kesa · 2 years, 10 months ago

Hmmm...Log in to reply

– Dana Chiueh · 2 years, 10 months ago

yup (although, technically, Taiwan is in east asia....)Log in to reply

What do you like to do except "Brilling".! – Satvik Golechha · 2 years, 11 months ago

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– Finn Hulse · 2 years, 11 months ago

Math... and friends. Haha, I hadn't thought of Brilling. :DLog in to reply

What is there to do in Willamsburg? – Calvin Lin Staff · 2 years, 11 months ago

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– Finn Hulse · 2 years, 11 months ago

Quite a lot! I just don't do any of it. Have you ever heard of Colonial Williamsburg? It was the capital for twice as long as Washington, D. C..Log in to reply

Hugh Everett hypothesized that objective reality is actually many worlds, every event being a branch point spawning ever more possible worlds, so that in one world, the cat is alive, and in another, it's dead. Would you be a confirmation of that hypothesis, being that you seem to be everywhere and doing everything all at once? – Michael Mendrin · 2 years, 9 months ago

Log in to reply

– Finn Hulse · 2 years, 9 months ago

That is interesting to think about. And yes, I am doing a lot at once. Yesterday I had my Bar Mitzvah... :OLog in to reply

– Michael Mendrin · 2 years, 9 months ago

Mazel Tov!, to at least one of you anyway.Log in to reply

– Finn Hulse · 2 years, 9 months ago

Haha thanks. Yes I think roughly \(\dfrac{1}{100000}\) of the currently existing universes contain a Finn Hulse who just had a Bar Mitzvah.Log in to reply

@Finn Hulse Congrats on your level 4 and level 5 on all subjects especially calculus. – Mardokay Mosazghi · 2 years, 9 months ago

Log in to reply

@Sharky Kesa's Level 4 problem turned out to be right after all and my rating got pushed up! :D – Finn Hulse · 2 years, 9 months ago

Oh yeah thanks. As a matter of fact, when I first joined Brilliant (with all Level 2's and 3's and 1's) I was originally Calculus Level 5. There was a really easy problem on the placement test. I accidentally lost it for a while, but then one of my wrong answers toLog in to reply

– Sharky Kesa · 2 years, 9 months ago

Which question was this?Log in to reply

– Finn Hulse · 2 years, 9 months ago

It was asking for \(\zeta(0.5)\) where you had like the sign switched or something.Log in to reply

Happy (probably belated) birthday, Finn!!!!! You're 13 and a teenager!!! I have 7 more months to wait. – Sharky Kesa · 2 years, 10 months ago

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– Dana Chiueh · 2 years, 10 months ago

Lol, I'm almost there (twelve more days!~)Log in to reply

Happy (belated) birthday Finn!!! Finally 13 :D I'm turning 13 in twelve more days (May 18)... – Dana Chiueh · 2 years, 10 months ago

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– Finn Hulse · 2 years, 10 months ago

Aww thanks dude! :DLog in to reply

– Dana Chiueh · 2 years, 10 months ago

:) no probLog in to reply

man! finn hulse! u r juss 13 yrs old nd u solve so many problems of higher levels with ease...! gr8! :)

salute– Pradeep Ch · 2 years, 11 months agoLog in to reply

– Finn Hulse · 2 years, 11 months ago

Thanks, you made my day! Actually, I'll be 13 in May. But yeah, I'm totally cool solving problems for fun, but on tests, I freak out and get a lot wrong. :DLog in to reply

bigger salute... – Pradeep Ch · 2 years, 11 months agoLog in to reply

– Finn Hulse · 2 years, 11 months ago

Haha, okay. :DLog in to reply

– Ashtik Mahapatra · 2 years, 11 months ago

Just a salute? I admire you Finn Hulse dude you are awesome. I mean I am 15 and still I can't solve many problems but you , what can I say, FAB. I think this proficiency comes from AoPS. Am I right?Log in to reply

– Finn Hulse · 2 years, 10 months ago

Oh actually no, I've never really used AoPS. I can't figure out how to get anywhere. :DLog in to reply

– Ashtik Mahapatra · 2 years, 10 months ago

I also have an AoPS acc but I am confused its so messed upLog in to reply

– Finn Hulse · 2 years, 11 months ago

Hahaha, if you say so.Log in to reply

Hey, I am not god! :P – David Lee · 2 years, 11 months ago

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– Finn Hulse · 2 years, 11 months ago

Dude. I will treat you as such.Log in to reply

You should get an AoPS account. – David Lee · 2 years, 11 months ago

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– Finn Hulse · 2 years, 11 months ago

I have one, it's FINNN.Log in to reply

Hi @Finn Hulse , it seems like you are very eager to be on the "People to Follow", hope you won't want to bite my head off for taking the place, haha. What I want to say is, "People to Follow" isn't a place to get attention, nor judging your achievements/ability. You are doing great and the "People to Follow" doesn't matter very much actually! Keep up your great job, cheers! – Christopher Boo · 2 years, 11 months ago

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– Finn Hulse · 2 years, 11 months ago

Haha, yes I am very eager to get on that list! I think your head should be pretty safe, though. It's just a matter of pride, for me. You know, like I just want to be considered a person to follow! Don't we all? :DLog in to reply

@Finn hulse How/when you noticed you're smart in (math/physics &others...) at the first time ? How did u feel then? :) – Mahdi Al-kawaz · 2 years, 11 months ago

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I realized that in fact, math was AWESOME in the summer after sixth grade. Now, I'm in 7th grade, and I do math because of how interesting and amazing it is. – Finn Hulse · 2 years, 11 months ago

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Finn Hulse .....hv guts attempt this – Mayyank Garg · 2 years, 11 months ago

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are you really 13 years old? :D – Nisarg Thakkar · 2 years, 11 months ago

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– David Lee · 2 years, 11 months ago

Uhh. Well im not ;) (5th grade)Log in to reply

– Nisarg Thakkar · 2 years, 11 months ago

good! Great going :) hope you guys become renowned for doing something better and new. All the best for Life and its challenges! School is way awesome and Youth is gr8. But when it goes, you know where you stand and I hope, then you know where you want to go next.Log in to reply

– Finn Hulse · 2 years, 11 months ago

HAHAHAHAHAHAHAH nice. Fist bump for us young people. :DLog in to reply

– Sharky Kesa · 2 years, 11 months ago

:D Youth is beast.Log in to reply

– Finn Hulse · 2 years, 11 months ago

:DLog in to reply

Hi

Will you post a question anytime soon ? – Azhaghu Roopesh M · 2 years ago

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– Finn Hulse · 2 years ago

Sure!Log in to reply

Hi Finn, did you take any math lessons outside the school? (i.e KUMON) – Ahmad Naufal Hakim Ashari · 2 years ago

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– Finn Hulse · 2 years ago

Yes, a senior from the local college that my parents teach at comes over once a week to tutor me in advanced graduate-level math.Log in to reply

– Ahmad Naufal Hakim Ashari · 2 years ago

That sounds really neat and fun, did your school has some kind of program that teaches you in math too? And how many times did you practice in a week? Sorry for asking too many questions, I'm just too curious ><Log in to reply

– Sharky Kesa · 2 years ago

Dude, you came back! Where have you been?Log in to reply

Aww Finn, did'cha unfollow me? D: and what happened to Theme based problems. And hows the country ur in XP – Charlton Teo · 2 years, 8 months ago

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– Sharky Kesa · 2 years, 8 months ago

He hasn't left the country, I think, but the state. I am in a different country, SINGAPORE! :DLog in to reply

– Charlton Teo · 2 years, 8 months ago

COME VISIT RI XD even tho im not sure if they allow strangers inLog in to reply

– Sharky Kesa · 2 years, 8 months ago

I don't think I can. Go to the Science building in Jurong East tomorrow, you might see me in the afternoon.Log in to reply

My mom speaks Mandarin and I was wondering how you pronounce your last name, since I don't think it's in pinyin. – Finn Hulse · 2 years, 9 months ago

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@Yuxuan Seah. – Finn Hulse · 2 years, 9 months ago

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'See-ahh.' That's somewhat right. (My Chinese name, in case you wanna know, is 佘宇轩.) :D Try to teach yourself mandarin. It's fun. And educational. :D – Yuxuan Seah · 2 years, 9 months ago

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I didn't know your mom speaks Mandarin! Hmm... is she from China? Or Singapore? :D – Yuxuan Seah · 2 years, 9 months ago

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– Yuxuan Seah · 2 years, 9 months ago

Well, names are complicated. Check this out: http://en.wikipedia.org/wiki/Wolfe+585,_SeniorLog in to reply

Whew, I'm not very active recently and I just found that you are all most level 5 in every topic! Do you have a great source to learn your physics?

By the way, I like your tag #Finn, added to my list! :P – Christopher Boo · 2 years, 9 months ago

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@Anish Puthuraya's YouTube channel has been a great resource, along with Khan Academy and a Physics II for Dummies textbook. When I'm unfamiliar with an approach, Google is very helpful, and once I master a formula, I can apply it!

Yes! I attribute my recent change mostly to Brilliant Squared, though. Aside from that,Oh yeah but also the thing about Brilliant Squared is that the problems are ranked way higher than they should be. I think it's mostly because the staff can choose the rating, even though in reality it gets pushed down a ton.

Oh yeah and #Finn is a pretty epic tag. :D – Finn Hulse · 2 years, 9 months ago

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– Yuxuan Seah · 2 years, 9 months ago

I added that tag the moment I realized you could add any tag to your homepage. :DLog in to reply

– Christopher Boo · 2 years, 9 months ago

Thanks! :DLog in to reply

@Yan Yau Cheng I have a much simpler proof for problem #5.

Question Statement:

Given that \(p\) and \(p^2 + 8\) are both primes , what is the sum of all possible values of \(p\)?

Solution:

We can see that if \(p \equiv 1\) or \(p \equiv 2 \pmod{3}\), then \(p^2\) will be congruent to \(1\) or \(4\) modulo \(3\), respectively (which is simply \(1^2\) and \(2^2\)). In both of these cases, by adding \(8\) which is \(\equiv -1 \pmod{3}\), the expression is \(\equiv 0 \pmod{3}\) and is thus never prime (it's divisible by \(3\)). For \(p \equiv 0 \pmod{3}\), the expression is congruent to \(0+8 \equiv 2 \pmod{3}\) which may or may not be prime. But because \(3\) is the only prime divisible by \(3\), we can just plug that in, which is \(3^2+8=17\) which is prime. Thus \(\boxed{3}\) is the only solution. – Finn Hulse · 2 years, 9 months ago

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@Calvin Lin How is the rating for Plugging Roots into Functions Level 3? Only 16/32 people have solved it which should make it Level 4-5. :/ – Finn Hulse · 2 years, 10 months ago

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There is a possibility that the numbers are not accurate, given that we had to change the answer. – Calvin Lin Staff · 2 years, 10 months ago

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– Finn Hulse · 2 years, 10 months ago

I see. But the numbers were unchanged, so I don't think that that would have done anything. Especially considering that the moment you changed the answer, the # of solvers went from 1 to 16. But Newton's Sums is still a Level 4 concept, especially in that application of it. I'd appreciate it if you gave it the correct rating. Thanks. :DLog in to reply

@Calvin Lin Have you actually received my email? Sorry to bug you, but I'm interested to see your reaction. :O – Finn Hulse · 2 years, 10 months ago

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@Emil Svensson Do you actually live in Williamsburg VA? – Finn Hulse · 2 years, 10 months ago

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@Finn Hulse I found someone who follows more people than you: @Santanu Banerjee – Daniel Liu · 2 years, 10 months ago

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– Sharky Kesa · 2 years, 10 months ago

Yeah, I had noticed that but assumed Finn knew.Log in to reply

@Daniel Liu but can you find anybody with more comments than me? I'm like the most social person on the site. :D – Finn Hulse · 2 years, 10 months ago

Yeah I didLog in to reply

– Sharky Kesa · 2 years, 10 months ago

There should be a couple.Log in to reply

– Finn Hulse · 2 years, 10 months ago

I don't think so dude! I haven't seen anybody with like more than 500!Log in to reply

– Sharky Kesa · 2 years, 10 months ago

How about some of the staff? You can't see how many comment they have made.Log in to reply

– Finn Hulse · 2 years, 10 months ago

Yeah I know that is a problem. :OLog in to reply

@Finn Hulse – Mardokay Mosazghi · 2 years, 10 months ago

If it was possible they would have millions of commentsLog in to reply

@Peter Taylor With the new solution-viewing format (where you can see what solutions you've posted) I had a "Brilliant" thought. What if when you viewed the page, beside each solution, it showed how many upvotes it had? Also, will you guys make it so we can view everybody's solutions, not just our own? – Finn Hulse · 2 years, 10 months ago

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@Peter Taylor I'm happy to see that new bar where you can access solutions! I'm glad I don't need to upgrade to Brilliant Squared to have access to this decent little feature! – Finn Hulse · 2 years, 10 months ago

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Congratulations @Christopher Boo for beating me in terms of followers! I knew you would eventually, especially since you made "Who to Follow" and I didn't. Well, well, I guess I'll never be as good as you. – Finn Hulse · 2 years, 10 months ago

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@Calvin Lin Could you boost the rating of Dominoes and Chessboards to like, 2200? It's pretty insanely tough until you realize the trick and then it's (moderately) easy. Good luck solving it! :D – Finn Hulse · 2 years, 10 months ago

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– Daniel Liu · 2 years, 10 months ago

Is that so? I don't really think it is that hard at all... I will post a solution.Log in to reply

– Finn Hulse · 2 years, 10 months ago

Oh awesome! :DLog in to reply

@Jon Haussmann @Daniel Liu @Pi Han Goh @Ashtik Mahapatra @Calvin Lin @Dinesh Chavan @Gabriel Merces @David Lee @Xuming Liang @Akshaj Kadaveru @Christopher Boo @Sharky Kesa And all others, try to solve and post a proof/solution to Two Maximized Constants in an Inequality. Good luck! :D – Finn Hulse · 2 years, 10 months ago

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@Yan Yau Cheng When will JOMO 4 results be released? I really want to know how @Emery Shelly and I did! :D – Finn Hulse · 2 years, 10 months ago

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@Dan Lawson Would you mind writing a solution to Plugging Roots into Functions? I'm really interested to see your technique. :D – Finn Hulse · 2 years, 10 months ago

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@Daniel Liu @William Cui @Franklyn Wang @Akshaj Kadaveru @Nicky Sun You guys! Good luck at Nationals! I can't wait to watch the CD round on ESPN! It's going to be so intense! Watch out for Colin Tang! :D – Finn Hulse · 2 years, 10 months ago

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@Sharky Kesa @Trevor B. That was the most freaking boss game of FTW! ever! We have to do that more. :D – Finn Hulse · 2 years, 11 months ago

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– Finn C · 9 months, 1 week ago

What's FTW?Log in to reply

– Finn Hulse · 9 months, 1 week ago

YO FINN!!! For The Win. :DLog in to reply

– Finn C · 9 months, 1 week ago

Nice name BTW... (I'm talking about the Finn part... The Hulse part is... ok I guess)Log in to reply

– Finn C · 9 months, 1 week ago

Haha... I guess its rhyme time. :DLog in to reply

– Sharky Kesa · 2 years, 10 months ago

Definitely.Log in to reply

Hi Finn have you noticed that it is showing that you have followed only 51 members. Actually you had followed around 3000+ I suppose? – Ashtik Mahapatra · 2 years, 11 months ago

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– Sharky Kesa · 2 years, 11 months ago

Yeah. I thought it was a bug but it wasn't. Did you spend all your time unfollowing people?Log in to reply

– Ashtik Mahapatra · 2 years, 11 months ago

No I didn't . Why would I do that?Log in to reply

– Sharky Kesa · 2 years, 11 months ago

Was talking to Finn. Sorry Ashtik for the miscommunication.Log in to reply

– Finn Hulse · 2 years, 11 months ago

No! It is a bug! :OLog in to reply

– Ashtik Mahapatra · 2 years, 11 months ago

Yeah it isLog in to reply

Finn, can you please tell me what is the line between 10 and Euler's totient function in your problem "Let's compute this manually " in your " Modular arithmetic and NT problems " set ? – Sriram Venkatesan · 2 years, 8 months ago

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– Sharky Kesa · 2 years, 8 months ago

\(a|b\) means that \(a\) is divisible by \(b\).Log in to reply

– Finn Hulse · 2 years, 8 months ago

No it means the opposite. So like \(3 \mid 12\).Log in to reply

– Sharky Kesa · 2 years, 8 months ago

LOL, fail! Could be used in the thing.Log in to reply

– Sriram Venkatesan · 2 years, 8 months ago

thank you ....Log in to reply

@Calvin Lin Have you seen this epic problem!? I think it's really cool and takes advantage of one of the coolest algebraic principles that I know! You'll enjoy it! :D – Finn Hulse · 2 years, 11 months ago

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1) \(g(x) \) is a polynomial, otherwise I can define \( |g(3) | \) to be anything.

2) The degree of \(g(x) \) matters, otherwise we can take the square.

3) The leading coefficient of \( g(x) \) matters, otherwise we can just multiply by 2. – Calvin Lin Staff · 2 years, 11 months ago

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– Finn Hulse · 2 years, 11 months ago

What do you mean the degree of \(g(x)\) matters?Log in to reply

Note that currently, saying "the coefficient of \(x^5 \) is -5 is also not sufficient, since I could take \( g(x) = A(5(3)^5+3(3)^4-11(3)^3-2(3)^2+3(3)+5) ^2 \) for some suitable constant \(A\).

Note that you will also need the condition that "each of \( f(x) \) roots are the reciprocal of \( g(x) \) roots", otherwise, I can just take \( \alpha x - 1 \), where \( f( \alpha ) = 0 \).

The issue with some of your problems is that they are not correctly and clearly phrased. You have an idea of what it is in your head, but when written down, it could be interpreted in a multitude of ways. You need to take care of such 'edge cases' that I listed out above, instead of expecting others to deduce what you are thinking. They will not do so, and would instead just skip your problem. – Calvin Lin Staff · 2 years, 11 months ago

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– Finn Hulse · 2 years, 11 months ago

It's all Greek to me. Would you mind making the changes? I'm sorry for the inconveniences with all of these problems. I'll make sure to not make such silly mistakes in the future. :DLog in to reply

I avoided talking about the "content of the polynomial", as that is not a commonly understood term. – Calvin Lin Staff · 2 years, 11 months ago

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– Finn Hulse · 2 years, 11 months ago

Okay. Wow. Dang, you're good. :OLog in to reply

@Mardokay Mosazghi Dude, I loved this problem Super Finn to the Rescue. And yes, I love trampoline tricks. :D – Finn Hulse · 2 years, 11 months ago

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@Finn Hulse Thanks – Mardokay Mosazghi · 2 years, 11 months ago

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