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Problem 2529. Solving Quadratic Equations (Version 2)

Solution 805583

Submitted on 13 Jan 2016 by Zikobrelli
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Test Suite

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) );

X = -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) );

X = -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) );

X = -1 -1

4   Pass
%% [qe_result4_1, qe_result4_2] = SolveQuadraticEquation(4, 4, 4); assert( isnan(qe_result4_1) && isnan(qe_result4_2) );

X = -0.5000 - 0.8660i -0.5000 + 0.8660i x1 = NaN x2 = NaN

5   Pass
%% [qe_result5_1, qe_result5_2] = SolveQuadraticEquation(9.1, 12, 4.1); assert( isnan(qe_result5_1) && isnan(qe_result5_2) );

X = -0.6593 - 0.1258i -0.6593 + 0.1258i x1 = NaN x2 = NaN

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