Test | Status | Code Input and Output |
---|---|---|
1 | Pass |
assessFunctionAbsence({'regexp','regexpi','regexprep','str2num'},'FileName','top5primes.m')
|
2 | Pass |
x = 1:10;
y_correct = [7 5 3 2 NaN];
assert(isequaln(top5primes(x),y_correct))
r =
1
c =
10
|
3 | Pass |
x = (1:2:100).';
y_correct = [97 89 83 79 73].';
assert(isequaln(top5primes(x),y_correct))
r =
50
c =
1
|
4 | Pass |
x = [17 6 3
13 8 17
1 2 5
5 3 7
7 11 2
31 7 6];
y_correct = [31 11 17
17 7 7
13 3 5
7 2 3
5 NaN 2];
assert(isequaln(top5primes(x),y_correct))
r =
6
c =
3
|
5 | Pass |
x = interp1(magic(30).',1:5).';
y_correct = [877 733 863 719 881
829 701 751 173 769
797 139 59 157 29
89 107 43 109 13
73 NaN 11 61 NaN];
assert(isequaln(top5primes(x),y_correct))
r =
30
c =
5
|
6 | Pass |
rng(0);
x = reshape(randperm(200,180),36,5);
y_correct = [163 181 173 197 193
71 179 149 191 157
23 167 113 139 151
19 131 101 83 137
NaN 109 67 73 127];
assert(isequaln(top5primes(x),y_correct))
r =
36
c =
5
|
Return the largest number that is adjacent to a zero
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Project Euler: Problem 6, Natural numbers, squares and sums.
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