Cody

Problem 60. The Goldbach Conjecture

Solution 1598711

Submitted on 3 Aug 2018 by Deepthi Palagati
This solution is locked. To view this solution, you need to provide a solution of the same size or smaller.
Solve This Problem View on Solution Map

Test Suite

Test Status Code Input and Output
1   Pass
nList = 28:6:76; for i = 1:length(nList) n = nList(i); [p1,p2] = goldbach(n) assert(isprime(p1) && isprime(p2) && (p1+p2==n)); end

a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 0 a = logical 0 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 5 p2 = 23 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 3 p2 = 31 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 3 p2 = 37 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 3 p2 = 43 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 0 a = logical 0 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 5 p2 = 47 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 0 a = logical 0 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 5 p2 = 53 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 3 p2 = 61 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 3 p2 = 67 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 3 p2 = 73
2   Pass
nList = [18 20 22 100 102 114 1000 2000 36 3600]; for i = 1:length(nList) n = nList(i); [p1,p2] = goldbach(n) assert(isprime(p1) && isprime(p2) && (p1+p2==n)); end

a = logical 0 b = logical 1 a = logical 1 b = logical 0 a = logical 1 b = logical 0 a = logical 0 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 5 p2 = 13 a = logical 0 b = logical 1 a = logical 1 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 3 p2 = 17 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 3 p2 = 19 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 3 p2 = 97 a = logical 0 b = logical 1 a = logical 1 b = logical 0 a = logical 1 b = logical 0 a = logical 0 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 5 p2 = 97 a = logical 0 b = logical 1 a = logical 1 b = logical 0 a = logical 1 b = logical 0 a = logical 0 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 5 p2 = 109 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 3 p2 = 997 a = logical 0 b = logical 1 a = logical 1 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 3 p2 = 1997 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 0 a = logical 0 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 5 p2 = 31 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 1 b = logical 0 a = logical 0 b = logical 0 a = logical 1 b = logical 0 a = logical 0 b = logical 0 a = logical 1 b = logical 1 s = 1 p1 = 7 p2 = 3593

Suggested Problems

More from this Author95

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!