COMPLEX2 - HELP ABHISHEK(version-II)
ABHISHEK is weak of mathematics he is not able to solve the sequences frequently. So he invited topcoders to develop a program for solving the sequence. He managed to solve the other kind of sequences except one kind.
The sequence description is as follows:
(x-w)(x-w^2)(x-w^3)(x-w^4) ... (x-w^(n-1))
where x is a number and w is nth root of unity.
Input
first line contain number of test cases t. Then t line follow x and n. x and n separated by a space.
Constraints:
2 <= x <= 1000
2 <= n <= 1000
t <= 410
Output
Print the result per test case according to above sequence and also keep in mind if there is any term in decimal then write it in form of a fraction. see the I/O for further detail.
Example
Input: 1 5 10 Output: 9765624/4
Time limit is strict, so optimise your solution as you can. First try the tutorial version at COMPLEX1
hide comments
might1331:
2024-09-15 13:45:40
Did anyone get an AC using C++ without boost or similar library for big number arithmetic ? |
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vishu:
2015-08-23 01:53:22
My first program in python \(^_^)/ |
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RIVU DAS:
2015-06-29 17:38:11
Nice question! |
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Pranet Verma:
2013-06-06 23:20:51
will the numerator portion fit in 64 bits?
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Anshu Avinash:
2012-06-23 05:43:12
Increase time limit to atleast 1s!I am stuck at 0.91s.
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Abhishek Mishra:
2012-06-19 15:09:05
@jhanvi have you solved the sequence first.
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jaans:
2012-06-19 05:11:16
for which case we have to print num/den and for which whole number :O can't understand!!!plss help! |
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Abhishek Mishra:
2012-06-18 17:48:17
@alex i saw ur solution you have use basic input/output by the way u r ryt we generally have to focus on questions rather than fast I/O.
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Alex Anderson:
2012-06-18 17:48:17
I give up. I don't care about fast I/O, just solving the problem and I've done that. My I/O is fast enough, just not for this. |
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Abhishek Mishra:
2012-06-18 17:48:17
use fast i/o |
Added by: | Abhishek Mishra |
Date: | 2012-06-17 |
Time limit: | 1s |
Source limit: | 50000B |
Memory limit: | 1536MB |
Cluster: | Cube (Intel G860) |
Languages: | All |
Resource: | My own |