Test | Status | Code Input and Output |
---|---|---|
1 | Pass |
A = 12;
h = 4;
y_correct = [5 5 6];
assert(sum(abs(sidesOfTheTriangle(A,h)-y_correct))<1e-3)
|
2 | Pass |
A = 60;
h = 5;
y_correct = [13 13 24];
assert(sum(abs(sidesOfTheTriangle(A,h)-y_correct))<1e-3)
|
3 | Pass |
A = 120;
h = 8;
y_correct = [17 17 30];
assert(sum(abs(sidesOfTheTriangle(A,h)-y_correct))<1e-3)
|
4 | Pass |
A = 50;
h = 11;
y_correct = [11.9021492607341 11.9021492607341 9.09090909090909];
assert(sum(abs(sidesOfTheTriangle(A,h)-y_correct))<1e-3)
|
5 | Pass |
A = 5;
h = 3;
y_correct = [3.43187671366233 3.43187671366233 10/3];
assert(sum(abs(sidesOfTheTriangle(A,h)-y_correct))<1e-3)
|
6 | Pass |
A = 150;
h = 10;
y_correct = [18.0277563773199 18.0277563773199 30];
assert(sum(abs(sidesOfTheTriangle(A,h)-y_correct))<1e-3)
|
7 | Pass |
A = 5;
h = 0.5;
y_correct = [10.0124921972504 10.0124921972504 20];
assert(sum(abs(sidesOfTheTriangle(A,h)-y_correct))<1e-3)
|
8 | Pass |
A = 42;
h = pi;
y_correct = [13.7331777948941 13.7331777948941 26.7380304394384];
assert(sum(abs(sidesOfTheTriangle(A,h)-y_correct))<1e-3)
|
1093 Solvers
Numbers with prime factors 2, 3 and 5.
166 Solvers
Sum of odd numbers in a matrix
311 Solvers
Mersenne Primes vs. All Primes
166 Solvers
492 Solvers
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