Consider the following argument. If an infinite series converges, then the terms go to 0. The terms of the infinite series [infinity] n=1 1 n go to 0. ∴ The infinite series [infinity] n=1 1 n converges. Which of the following choices correctly describes whether the argument is valid or invalid and includes a correct justification? Valid, universal modus tollens. Valid, universal modus ponens. Invalid, converse error. Invalid, inverse error.