Worst-Case boundary value analysis is a
In Worst case boundary value testing, we make all combinations of each value of one variable with each value of another variable.
Worst Boundary value testing on 2 variables
Video Lecture
Suppose we have two variables x1 and x2 to test.
The range of x1: 10 to 90
The range of x2: 20 to 70
X1 | X2 | |
Min | 10 | 20 |
Min+ | 11 | 21 |
Nominal | 50 | 45 |
Max- | 89 | 69 |
Max | 90 | 70 |
Figure: Testing points detected in Worst Case Boundary Value Testing.
Test cases:
Total test cases = A*A
25 = 5*5
A= Number of testing points.
These testing points are min, min+, nominal, max- and max.
We can generate 25 test cases from both variables x1 and x2 by making a combination of each value of one variable with each value of another variable.
Test Case# | X1,X2 | Test Case # | X1,X2 | Test Case # | X1,X2 |
1 | 10,20 | 2 | 10,21 | 3 | 10,45 |
4 | 10,69 | 5 | 10,70 | 6 | 11,20 |
7 | 11,21 | 8 | 11,45 | 9 | 11,69 |
10 | 11,70 | 11 | 50,20 | 12 | 50,21 |
13 | 50,45 | 14 | 50,69 | 15 | 50,70 |
16 | 89,20 | 17 | 89,21 | 18 | 89,45 |
19 | 89,69 | 20 | 89,70 | 21 | 90,20 |
22 | 90,21 | 23 | 90,45 | 24 | 90,69 |
25 | 90,70 |
Figure: Test cases generated in Worst Case Boundary Value Testing
These 25 test cases are enough test cases to test the input values for these variables.