One of the friends may help me to translate this! Its Arabic :) مجذور اذا زد نا علیه عشره کان للمجتمع جذر او نقصانها منه کان للباقی جذر
I think it means to find a number \(x\) such that\[\sqrt{x^2+10}=a\]\[\sqrt{x^2-10}=b\]
google translate thinks it is persian : `Inasmuch square root Llmjtm he was ill against Shrh Kahn Kahn my deficiencies square Llbaqy`
see what it gave me from Arabic to English: If we increase the roots of it it was ten in the community root or incompleteness of it was for the rest of the root I have no Idea :)))))
@ikram002p
@Nnesha
No, its Arabic, I know because I speak Persian and I've studies Arabic.
*studied
well, LYRA_Z where are you from? I'm from Iran by the way
Me too!
So what is your question exactly?
(I don't live in Iran though bth)
well this is interesting, This is one of the seven problems of Sheykh Bahayee, from his book "Kholasat-ol-Hesab" and I don't what exactly wants in this question
don't know*
He has said in the introduction of problems that these problems are unsolved until now, but now everybody with some high school information about math can solve them :)
I can upload the questions for you, If you are interested :)
Yes, that would be nice!
I can speak arabic but can't solve this problem , sorry
I don't want you to solve it, just translate the problem :)
Interesting...I'll try to solve them on my free time! Let me see what I can do to translate it...although it seems an Arabic speaker has come to help!
@mukushla Good Q in pdf i try to first understand it then try to solve.
I am native- arabic speaker but can't help in math I am still in 9th grade, I am 11
@MD152727 But can you translate it?
Yes
Well that's what @mukushla wants, just a translation!
Oh Ok! Easy!
Woah wait a minute the pdf you sent has Farsi!
What is Farsi?
@LYRA_Z I think the translation in the PDF is wrong
Farsi is a Persian Language.
@mukushla oh....are you sure?
ok, Never heard of it
yeah, I'm sure, because the question is trivial in that way
مجذور اذا زد نا علیه عشره کان للمجتمع جذر او نقصانها منه کان للباقی جذر : In English: A root if added by 10 will equal root or subtracted from it which will equal roots
oh...
Man! I can't understand this math
Thanks anyway @MD152727 :)
Your welcome
Is that all?
No, I'm still stuck :)))
On the problem or the translation or both?
Now somebody put it in mathematical words XD
Not sure how to help with that...XD What exactly do you mean by "mathematical words"?
well set up equations for the problem I mean :)
setting up the*
hmmm....don't think I can be much help...
No problem :)
Good luck!
its weird as "مجذور" is Persian, syntax in Arabic mean no since ... where did u got it from?
I have uploaded a PDF ikram, Its in there :)
oh!
are you sure the origin writes of the problems i Arabic ? seems like broken Arabic *It's annoying* :O
ok... i'll just translated word by word mixing Persian with Arabic lol xD
I don't know exactly, did you look at PDF? thanks ikram
it says a square if we added 10 to it then the whole root and it's sum to 10 can be a root to an integer (this means as u said solve for integer \(\sqrt{x^2+10}\) ) but if it was incomplete square ( mathematically means \(x^2-10\)) then it would be root for an integer.(same : solve for integer \(\sqrt{x^2-10}\) )
can you read Persian/ Arabic ? so i would note were you would misunderstood the question ?
do you mean translate what has written in persian in the PDF?
مجذور = can hold both root and square meanings (In its syntax) but been used as Square in mathematics in ancient time . للمجتمع=It means community so it sound like the writer in not Arabian native as its build wrong if he/she mean "summation or whole square " ... the rest would make sense...
thanks for your complete answer ikram :) I got it :)
here is the origin book in Arabic... https://upload.wikimedia.org/wikisource/ar/f/f2/%D8%AE%D9%84%D8%A7%D8%B5%D8%A9_%D8%A7%D9%84%D8%AD%D8%B3%D8%A7%D8%A8_%D8%AE.pdf
np =)
Two of the seven problems are interesting actually, rest are not good ;) One is the following system\[x^2+x+2=a^2 \\ x^2-x-2=b^2\]for real \(x\) and integers \(a\) and \(b\) and the second the system\[x^2+y^2+z^2=a^2 \\ \frac{x^2}{y^2}=\frac{y^2}{z^2}=\frac{z^2}{x^2}\]
quadratic diophantine equations.. i would like to se how its solved by that ancient method =)
:)
Please go to translate.google.com and use that tool to translate this Arabic.
yes?
No hablo arabic :(
@mathmale Sorry but actually this question should be in mathematics, because my main problem was to put it in mathematical phrases!
Anyway, thanks for closing the question, It was solved!
2nd and 3rd comment on this post) he already mentioned about google translate... he used that and didn't understand the question i guess. and google translate doesn't really give accurate translation all the time.
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