Undergrad How Can You Calculate the First 50 Digits of the Golden Ratio in Hexadecimal?

[Malamala]

I am not sure if this is the right section for this, but i didn't find it anywhere and I really need it. Can someone point me towards a place/tell me a program where I can get/compute the first (at least) 50 digits in the hexadecimal representation of the golden ratio? Thank you!

 

[berkeman]

Ration or ratio? You typed it twice (once in the title and once in your post), so it seems like it's not a typo. But what is the Golden Ration? Can you post a link?

 

[Malamala]

Ration or ratio? You typed it twice (once in the title and once in your post), so it seems like it's not a typo. But what is the Golden Ration? Can you post a link?

Oh sorry I meant ratio: $(1+\sqrt{5})/2$. (It actually appears ratio in the title for me)

 

[fresh_42]

I am not sure if this is the right section for this, but i didn't find it anywhere and I really need it. Can someone point me towards a place/tell me a program where I can get/compute the first (at least) 50 digits in the hexadecimal representation of the golden ration? Thank you!

I have found the golden ratio up to 1,000 digits, however, decimal. I guess you will have to write your own program to convert it. I don't think converters on the internet allow so many digits.

Btw., why do you want to know this?

Edit: In order to forget the link again, here are the decimal digits:
6180339887498948482045868343656381177203091798057628621354486227052604628189024497072072041893911374847540880753868917521266338622235369317931800607667263544333890865959395829056383226613199282902678806752087668925017116962070322210432162695486262963136144381497587012203408058879544547492461856953648644492410443207713449470495658467885098743394422125448770664780915884607499887124007652170575179788341662562494075890697040002812104276217711177780531531714101170466659914669798731761356006708748071013179523689427521948435305678300228785699782977834784587822891109762500302696156170025046433824377648610283831268330372429267526311653392473167111211588186385133162038400522216579128667529465490681131715993432359734949850904094762132229810172610705961164562990981629055520852479035240602017279974717534277759277862561943208275051312181562855122248093947123414517022373580577278616008688382952304592647878017889921990270776903895321968198615143780314997411069260886742962267575605231727775203536139362

 

[Malamala]

I have found the golden ratio up to 1,000 digits, however, decimal. I guess you will have to write your own program to convert it. I don't think converters on the internet allow so many digits.

Btw., why do you want to know this?

It's just for a personal project. I tried with Python and Mathematica, but they don't give me enough digits (the built in methods, i mean)

 

[fresh_42]

You could convert it into binary and then into hex. But you probably have to write your own program.

 

[berkeman]

(It actually appears ratio in the title for me)

Yes, it looks like one of the other very helpful Mentors has fixed the typo in your title now