Cody

Problem 2674. Generalised Hamming Number

Solution 2140094

Submitted on 25 Feb 2020 by Benjamin Richards
This solution is locked. To view this solution, you need to provide a solution of the same size or smaller.

Test Suite

Test Status Code Input and Output
1   Pass
X = 5; n=5; y_correct = 5; assert(isequal(hamming2(X,n),y_correct))

y = 5

2   Pass
X = 10; n=5; y_correct = 9; assert(isequal(hamming2(X,n),y_correct))

y = 9

3   Pass
X = 100; n=5; y_correct = 34; assert(isequal(hamming2(X,n),y_correct))

y = 34

4   Pass
X = 100; n=7; y_correct = 46; assert(isequal(hamming2(X,n),y_correct))

y = 46

5   Pass
X = 100; n=100; y_correct = 100; assert(isequal(hamming2(X,n),y_correct))

y = 100

6   Pass
X = 100; n=13; y_correct = 62; assert(isequal(hamming2(X,n),y_correct))

y = 62

7   Pass
X = 10^13; n=7; y_correct = 19674; assert(isequal(hamming2(X,n),y_correct))

y = 19674

8   Pass
X = 10^5; n=13; y_correct = 1848; assert(isequal(hamming2(X,n),y_correct))

y = 1848

9   Pass
X = 10^5; n=5; y_correct = 313; assert(isequal(hamming2(X,n),y_correct))

y = 313

10   Pass
X = 123456; n=5; y_correct = 327; assert(isequal(hamming2(X,n),y_correct))

y = 327

11   Pass
X = 10^13; n=3; y_correct = 624; assert(isequal(hamming2(X,n),y_correct))

y = 624

12   Pass
X = 123456; n=2; y_correct = 17; assert(isequal(hamming2(X,n),y_correct))

y = 17

Community Treasure Hunt

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

Start Hunting!