Submit | All submissions | Best solutions | Back to list |
SQRROOT - Square Root |
In this problem you have to find the Square Root for given number. You may assume that such a number exist and it will be always an integer.
Solutions to this problem can be submitted in C, C++, Pascal, Algol, Fortran, Ada, Ocaml, Prolog, Whitespace, Brainf**k and Intercal only.
Input
t - the number of test cases [t <= 50]
then t positive numbers follow, each of them have up to 800 digits in decimal
representation.
Output
Output must contain exactly t numbers equal to the square root for given numbers. See sample input/output for details.
Example
Input: 3 36 81 226576 Output: 6 9 476
Added by: | Roman Sol |
Date: | 2004-12-15 |
Time limit: | 1s |
Source limit: | 50000B |
Memory limit: | 1536MB |
Cluster: | Cube (Intel G860) |
Languages: | All except: BASH CSHARP CLPS LISP sbcl LISP clisp ERL HASK ICON JAVA JS-RHINO LUA NEM NICE PERL PHP PIKE PYTHON RUBY SCM qobi ST |
Resource: | ZCon 2005 |
hide comments
|
|||||
2017-08-29 21:39:23
Python decimal module. |
|||||
2017-03-15 17:47:11
Greeeeen finally!! phewwwww! :D |
|||||
2016-07-04 20:16:25
implementation is bit tough in C++.Enjoyed solving!!! :) |
|||||
2016-01-23 14:46:31 Mohit Rathore
@pvkcse use babylonian method. Python ACed at 0.15 sec |
|||||
2015-07-11 15:39:52
Are there any boundary cases for this question? I have implemented digit by digit method taught in school but still it shows wrong answer. I have checked many test cases (upto 100) it gave correct answer for all of these. Please can anybody help me.. |
|||||
2015-01-18 10:36:35 Anubhav Balodhi
got AC finally... good question ^_^ Last edit: 2015-01-18 10:36:47 |
|||||
2014-05-28 07:36:53 Naman Goyal
Used digit by digit method taught in grade school. Got AC in C in 0.22 sec. |
|||||
2014-05-16 20:14:57 pvkcse
Newton method in python got AC but at 2.41s...Any fastest algo...??? |
|||||
2013-05-15 20:55:42 Chandan Mittal
i hav used NEWTON-RAPHSON approximation method.. chk here <snip> getting TLE :( :( my code works till 10^50 but fails beyond 10^60 can any1 pls help optimizing the approach.. Last edit: 2022-06-11 08:46:17 |
|||||
2012-06-05 10:49:28 Sohinee Basak
Last edit: 2012-06-16 16:43:49 |