Test | Status | Code Input and Output |
---|---|---|
1 | Pass |
%%
qe_correct1_1 = -1;
qe_correct1_2 = -2;
[qe_result1_1, qe_result1_2] = SolveQuadraticEquation(1, 3, 2);
assert( (abs(qe_result1_1 - qe_correct1_1) < 0.0001 && ...
abs(qe_result1_2 - qe_correct1_2) < 0.0001) || ...
(abs(qe_result1_1 - qe_correct1_2) < 0.0001 && ...
abs(qe_result1_2 - qe_correct1_1) < 0.0001) );
varargout =
[-2]
[-1]
|
2 | Pass |
%%
qe_correct2_1 = 0.224745;
qe_correct2_2 = -2.22474;
[qe_result2_1, qe_result2_2] = SolveQuadraticEquation(2, 4, -1);
assert( (abs(qe_result2_1 - qe_correct2_1) < 0.0001 && ...
abs(qe_result2_2 - qe_correct2_2) < 0.0001) || ...
(abs(qe_result2_1 - qe_correct2_2) < 0.0001 && ...
abs(qe_result2_2 - qe_correct2_1) < 0.0001) );
varargout =
[-2.2247]
[ 0.2247]
|
3 | Pass |
%%
qe_correct3_1 = -1;
qe_correct3_2 = -1;
[qe_result3_1, qe_result3_2] = SolveQuadraticEquation(2, 4, 2);
assert( (abs(qe_result3_1 - qe_correct3_1) < 0.0001 && ...
abs(qe_result3_2 - qe_correct3_2) < 0.0001) || ...
(abs(qe_result3_1 - qe_correct3_2) < 0.0001 && ...
abs(qe_result3_2 - qe_correct3_1) < 0.0001) );
varargout =
[-1]
[-1]
|
786 Solvers
246 Solvers
Matrix which contains the values of an other matrix A at the given locations.
214 Solvers
Sum the elements in either diagonal of a square matrix
178 Solvers
249 Solvers
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