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9 test cases for 3 partitions: card type with 4 valid and 1 invalid, card validity (true or false=valid or invalid) and 4 types of transaction endings (strictly speaking: 1 valid/normal and 3 invalids/exceptions) Here specific combinatorial testing is requested for the card type cross the card-validity. For an "invalid card type", card validity is irrelevant (so only one test case). The 4 transaction endings are not tested in a combinatorial manner, so covered with the 4 valid card-type test cases. I hope, my thoughts and the table are correct and help.

9 test cases for 3 partitions: card type with 4 valid and 1 invalid, card validity (true or false=valid or invalid) and 4 types of transaction endings (strictly speaking: 1 valid/normal and 3 invalids/exceptions) Here specific combinatorial testing is requested for the card type cross the card-validity. For an "invalid card type", card validity is irrelevant (so only one test case). The 4 transaction endings are not tested in a combinatorial manner, so covered with the 4 valid card-type test cases. I hope, my thoughts and the table are correct.

9 test cases for 3 partitions: card type with 4 valid and 1 invalid, card validity (true or false=valid or invalid) and 4 types of transaction endings (strictly speaking: 1 valid/normal and 3 invalids/exceptions) Here specific combinatorial testing is requested for the card type cross the card-validity. For an "invalid card type", card validity is irrelevant (so only one test case). The 4 transaction endings are not tested in a combinatorial manner, so covered with the 4 valid card-type test cases. I hope, my thoughts and the table are correct and help.

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jjff
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9 test cases for 3 partitions: cardtype with 4 valid and 1 invalid, card validity (true or false=valid or invalid) and 4 types of transaction endings (strictly speaking: 1 valid/normal and 3 invalids/exceptions)9 test cases for 3 partitions: card type with 4 valid and 1 invalid, card validity (true or false=valid or invalid) and 4 types of transaction endings (strictly speaking: 1 valid/normal and 3 invalids/exceptions) Here specific combinatorial testing is requested for the card type cross the validitycard-validity. For an "invalid card type", card validity is irrelevant (so only one testcasetest case). The 4 transaction endings are not tested in a combinatorial manner, so covered with the 4 valid card-type test cases. I hope, my thoughts and the table are correct.

9 test cases for 3 partitions: cardtype with 4 valid and 1 invalid, card validity (true or false=valid or invalid) and 4 types of transaction endings (strictly speaking: 1 valid/normal and 3 invalids/exceptions) Here specific combinatorial testing is requested for the card type cross the validity. For an "invalid card type", card validity is irrelevant (so only one testcase). The 4 transaction endings are not tested in a combinatorial manner, so covered with the 4 valid card-type test cases. I hope, my thoughts and the table are correct.

9 test cases for 3 partitions: card type with 4 valid and 1 invalid, card validity (true or false=valid or invalid) and 4 types of transaction endings (strictly speaking: 1 valid/normal and 3 invalids/exceptions) Here specific combinatorial testing is requested for the card type cross the card-validity. For an "invalid card type", card validity is irrelevant (so only one test case). The 4 transaction endings are not tested in a combinatorial manner, so covered with the 4 valid card-type test cases. I hope, my thoughts and the table are correct.

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jjff
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9 test cases for 3 partitions: cardtype with 4 valid and 1 invalid, card validity (true or false=valid or invalid) and 4 types of transaction endings (strictly speaking: 1 valid/normal and 3 invalids/exceptions) Here specific combinatorial testing is requested for the card type cross the validity. For an "invalid card type", card validity is irrelevant (so only one testcase). The 4 transaction endings are not tested in a combinatorial manner, so covered with the 4 valid card-type test cases. I hope, my thoughts and the table are correct.