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Published byJoleen Amberly Melton Modified over 9 years ago
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Ms. Battaglia AP Calculus
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a) The terms of the sequence {a n } = {3 + (-1) n } are a) The terms of the sequence {b n } = are
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c) The terms of the sequence {c n } = are d) The terms of the recursively defined sequence {d n }, where d 1 = 25 and d n+1 = d n - 5
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Find the limit of the sequence whose nth term is
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a) {a n } = {3 + (-1) n } b) {b n } =
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Show that the sequence whose nth term is convergence.
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Show that the sequence converges, and find its limit.
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Find a sequence {a n } whose first five terms are
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Determine an nth term for a sequence whose first five terms are
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Determine whether each sequence having the given nth term is monotonic. a) b) c)
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a. {a n } = {1/n} b. {b n } = {n 2 /(n+1)} c. {c n }={(-1) n }
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Day 1: Read 9.1 Page 604 #45-51 odd, 85- 95 odd Day 2: Page 604 #55-67 odd, 88-99 even, 119-124
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