Suppose that you intentionally put 90 "fake" errors into a large software system just before the system was subjected to a large system testing effort. this testing effort uncovers 80 errors in the system, of which 30 were "fake" and 50 were not. clearly, 60 of the fake errors were not uncovered. how many non-fake errors in addition to the 50 already found would you expect to be in the system? realize that i'm only asking for an estimate here based on straightforward (and probably over-simplified) assumptions about the errors and their discovery.

Answer: this depends on the amount required to pay off the individual's card as well as how large the minimum payments are.if the amount is significantly large and the minimum payments are significantly small, then it will take a longer time to pay off the credit card.if the amount is significantly small and the minimum payments are significantly large, then it will take less time to pay off the credit card.hence, it would be difficult to answer true or false to this statment.however, for the purpose of this statement, it is most likely assumed that regardless of the amount to pay off the credit card the minimum payments would be quite large.therefore, the better option would be to pick 'true' as your answer.hope this ! : )have a lovely day! < 3

False if not look it up online

Ibelieve it would be c