Scientia
Region: GB
Saturday 05 September 2026 11:22:15 GMT
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Georg :
No need for lengthy calculations. It says x, y are integers. That means they must be squares. The only squares less than 11 are 1, 4 and 9. So x = 9 and y = 4.
2026-09-05 13:37:46
84
Thanh Phong :
Make no sense if x and y are positive integer doesn’t mean sqrt of x and y are integer so p and q are not integer
2026-09-05 22:09:44
2
Archeopendra :
Aaarrrrr
2026-09-21 10:21:12
1
leo.r :
literally just think about it for a few seconds
2026-09-06 07:19:15
7
Farhan Mughal :
x=9,y=4
2026-09-14 00:12:49
2
Inter9 :
You have to prove that there is no more roots. Possible factorisation option just help to find some solutions.
2026-09-05 13:32:18
4
THE COPY NINJA :
I just looked and got the answer 💀🥀
2026-09-06 05:09:22
6
Pаblo :
2x=18=>x=9 , y=11-7=4>y=4
2026-09-06 12:07:57
1
GeoR :
why are p and q integers?
2026-09-06 18:03:43
1
Trond Endrestøl :
x² is read as x squared. Notice the d.
2026-09-06 10:25:24
1
kevindownes53 :
Or plot them on Desmos and look at the solution
2026-09-05 16:03:40
5
solidsnake7702 :
Policzyłem w pamięci metodą "prób i błędów" zanim AI zaczęło to rozwiązywać.
2026-09-05 12:11:27
2
rainbow kewa :
x9 y4
2026-09-06 02:50:24
1
kelas.hati :
This method is too long if x and y are constrained to be integers, cause then you can deduce that square root x and square root y are both also integers, which allows you to deduce that x and y are both perfect squares. so y can only be 1 or 4, and y can only be 1 or 4 or 9. check all 6 combinations, and done.
2026-09-06 09:40:05
1
lencoutd :
x 9 , y 4
2026-09-05 12:07:44
1
DÜA|NezFeezAt :
О это же рамануян
2026-09-05 11:29:17
2
wavamax :
woow
2026-09-05 18:32:29
1
sasoke 45 :
Grade 4 exam
2026-09-07 04:44:12
1
sexy ug hot ka >w< :
yoo
2026-09-05 15:49:04
1
Oops Daisy :
Ramanujian never solved this. This is a typical AIME question
2026-09-06 00:41:50
1
Konto konto :
🥰🥰🥰
2026-09-05 16:50:45
1
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