Intermediate Value Theorem (4.3.1) Let f : [a, b] → R be continuous. If L is a real number satisfying f (a) <L < f (b) or f (a) > L > f (b), then there exists a real number c ∈ (a, b) with f (c) = L. ...
An infinite geometric series will not have a sum when the multiplier is not between -1 and 1. a^1 = first term r = multiplier sigma notation These always increase by one x-value at a time. 最好的學習方式。免費註冊。 註冊代表你接受Quizlet的服務條款和隱私政策 以Google帳戶繼續...