Problem Statements a. if a sequence is montone then every one of its subsequences is monotone. true. b. if a sequence is not monotone, then every one of its subsequences is not monotone false. c. if a sequence is unbounded, then every one of its susequences is unbounded. true d. if a sequene is divergent, then it cannot have a convergent subsequence false e. if a sequence tends to +inf, then it cannot have a convergent subsequence true f. if a sequence is unbounded, then it cannot have a convergent subsequence false g. if lim sup s_n = 0, then lim sup|s_n| = 0 false h. if kim sup|s_n| = 0, then lim sup s_n = 0 true i. if lim sup|s_n| = 5, then lim sup s_n = 5 true j. if lim sup|s_n|= 5, then (s_n) is bounded false I actually have to prove out the ones that are true but can someone just let me know if I got the first step right on them. Thanks alot!!