no explanation about possibility to reach a different final set of combinations based on the sequence used to build it ? Mainly, about different number of finally selected combinations. That is, starting from a different initial combination may impact the size of the final selected set of combinations ? Trivial with an AND, but what about general boolean expressions ?
But on question : Take example for A or B (Case 1 : TT, Case 2 : TF, Case 3: FT, Case 4: FF) - Which cases will be used Case 2, 3 and 4 or Case 1,2 and 3 ?
@@godwinjoy2647 Hello Godwin , hopr you're doing well , first thank you very much for this helpful video but based on your explanation , and to answer Vivek question , I will choose 2,3,4 , Can you please help me to understand why we will choose the first test case ( I mean Case1 : TT ) thanks in advance
I thought If writing a true table is mandatory, it'll take too much time to choose the set of testcases. Is there any technique to help us not to need to write a true table and irrelevant sets of testcases but still have exact ones ?
