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Project Euler Solutions

Solutions to the Project Euler problems, coded in C++, Mathematica, and/or Pencil & Paper

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PAGE TITLE
Project Euler Solutions | projecteuler-cpp.blogspot.com Reviews
<META>
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Solutions to the Project Euler problems, coded in C++, Mathematica, and/or Pencil &amp;amp; Paper
<META>
KEYWORDS
1 project euler solutions
2 problem #50
3 include iostream
4 include cassert
5 include cmath
6 bool primes size ;
7 int main
8 if isprime i
9 if isprime j
10 seq ;
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project euler solutions,problem #50,include iostream,include cassert,include cmath,bool primes size ;,int main,if isprime i,if isprime j,seq ;,if isprime sum,if seq highestseq,break;,return 0;,return true;,return false;,return primes num ;,while pos size
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Project Euler Solutions | projecteuler-cpp.blogspot.com Reviews

https://projecteuler-cpp.blogspot.com

Solutions to the Project Euler problems, coded in C++, Mathematica, and/or Pencil &amp;amp; Paper

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1

Project Euler Solutions: Problem #45

http://projecteuler-cpp.blogspot.com/2008/11/problem-45.html

Solutions to the Project Euler problems, coded in C , Mathematica, and/or Pencil and Paper. Wednesday, November 26, 2008. Define T(x) x * (x 1) / 2. Define iT(x) (sqrt(static cast double (8 * x 1) - 1) / 2. Define P(x) x * (3 * x - 1) / 2. Define iP(x) (sqrt(static cast double (24 * x 1) 1) / 6. Define H(x) x * (2 * x - 1). Define iH(x) (sqrt(static cast double (8 * x 1) 1) / 4. Using namespace std;. Bool findDeciaml (string);. Clock t start = clock();. Long long int total = 0;. Long long int holder = 0;.

2

Project Euler Solutions: Problem #97

http://projecteuler-cpp.blogspot.com/2008/11/problem-97.html

Solutions to the Project Euler problems, coded in C , Mathematica, and/or Pencil and Paper. Tuesday, November 18, 2008. This one I also did with Mathematica, just like the other one where they wanted the last ten digits, I just plugged the number into Mathematica, and took the last 10 digits. Subscribe to: Post Comments (Atom). What I am doing here and stuff. View my complete profile.

3

Project Euler Solutions: Problem #47

http://projecteuler-cpp.blogspot.com/2008/11/2.html

Solutions to the Project Euler problems, coded in C , Mathematica, and/or Pencil and Paper. Friday, November 28, 2008. 2203 seconds for it to complete on my computer. I had the loop check to 2 * sqrt(num), for checking for factors, because it didnt work correctly checking to just sqrt(num). Probably because something can be 2 *. So I tried to check all the way up to that, and the answer was correct. Using namespace std;. Int countPrimeFactors (int);. Bool isPrime (int);. Clock t start = clock();.

4

Project Euler Solutions: November 2008

http://projecteuler-cpp.blogspot.com/2008_11_01_archive.html

Solutions to the Project Euler problems, coded in C , Mathematica, and/or Pencil and Paper. Friday, November 28, 2008. 2203 seconds for it to complete on my computer. I had the loop check to 2 * sqrt(num), for checking for factors, because it didnt work correctly checking to just sqrt(num). Probably because something can be 2 *. So I tried to check all the way up to that, and the answer was correct. Using namespace std;. Int countPrimeFactors (int);. Bool isPrime (int);. Clock t start = clock();. Clock t...

5

Project Euler Solutions: Problem #46

http://projecteuler-cpp.blogspot.com/2008/11/problem-46.html

Solutions to the Project Euler problems, coded in C , Mathematica, and/or Pencil and Paper. Wednesday, November 26, 2008. For this one, all I did was create an array of bools all the way up to 10000 that sets every number to false, then loops through every possibility of adding primes with two times a square, it then sets that value in the array to true. Then just checks for an odd number that is still false in the array. The first one must be what we are looking for. Using namespace std;. If (i MAX - 1).

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Project Euler Solutions

Solutions to the Project Euler problems, coded in C , Mathematica, and/or Pencil and Paper. Friday, March 11, 2011. This problem wasnt very hard, I pretty much do a brute force approach. I test 2, 2 3, 2 3 5, ., 3, 3 5, 3 5 7, ., 5, 5 7, . Using namespace std;. Bool isPrime (int);. Void generatePrimes (bool*, int);. Const int SIZE = 1000000;. Int sum = 0, seq = 0, highestSeq = 0, highestPrime = 0;. GeneratePrimes (primes, SIZE);. Int iLimit = 1000000,. JLimit = 1000000;. For (int i = 0; i iLimit; i ).

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Project Euler

Thursday, October 23, 2008. Project Euler Problem 34 Factorions. Root@www ]# python thirtyfour.py. Started at: Thu Oct 23 13:20:38 2008 Ended at: Thu Oct 23 13:21:23 2008. Root@www ]# cat thirtyfour.py. Project Euler Problem Set. Solutions in Python to the problems at http:/ projecteuler.net. Starttime = time.asctime(). 145 is a curious number, as 1! 1 24 120 = 145. Find the sum of all numbers which are equal to the sum of the factorial of their digits. 2 are not sums they are not included. 1, 24, 120].

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(Yet Another) Project Euler implementation with C#/LINQ - Home

Project Hosting for Open Source Software. 40;Yet Another) Project Euler implementation with C#/LINQ. By clicking Delete, all history, comments and attachments for this page will be deleted and cannot be restored. Change History (all pages). Project euler, c#, linq. Last edited Dec 11, 2009 at 10:44 PM. There is no recommended release for this project. Version 8.4.2015.21029.

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Project Euler - Traduceri in Romana

Despre Project Euler @ RO. Ce e Project Euler @ RO? Acest site conține o bază de date cu toate problemele de pe ProjectEuler.net. Traduse în limba română. De ce ar fi nevoie de aceste probleme în limba română? Am rezolvat problema. Cum aflu dacă am rezultatul corect? Pe pagina fiecarei probleme este un link către problema originală, de pe site-ul mamă. Intrați acolo și veți putea să verificați dacă ați rezolvat corect o anumită problemă. Nu pot vedea o problemă tradusă direct pe ProjectEuler.net? Dacă gă...

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Project Euler for F#un

Project Euler for F#un. Learning F# through Project Euler. Sunday, November 21, 2010. Problem 50: Which prime, below one-million, can be written as the sum of the most consecutive primes? Alright, we completed through problem 50! First, I thought it was about time I implemented a decent prime sequence generator instead of continuing to combine. To help us out, we finally get around to implementing an extension to the. Note that by marking the function. InfiniteRange start skip = seq { let. Implementation...