in exercises 73-86, write an expression for the n th term of the sequence. (there is more than one …
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in exercises 73-86, write an expression for the n th term of the sequence. (there is more than one …
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in exercises 13-26, find a formula for the n th term of the sequence. -3/2,-1/6, …
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calculus 2: infinite sequences and series (73 of 86) sum=? of an infinite series: ex. 2
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in exercises 13-26, find a formula for the n th term of the sequence. 5/1, 8/2, …
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in exercises 37–44, find the sum of each infinite geometric series. ∑_i=1^∞ 8(-0.3)^i-…
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in exercises 79-86, solve for n. _n 1 p_3=4 ·_n p_2
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in exercises 33-36, find the indicated term of the sequence. [ a_n=%s/%s4 n^2-n… ]
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in exercises 75-82, solve for n _n 1 p_3=4 ·_n p_2
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[used in exercise 2.6.13, lemma 2.8.1, example 8.2.13 and example 9.2.4.] (1) let q ∈ r. suppose …
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for the following exercises, write a recursive formula for each sequence. 35,38,41,44,47, …
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in exercises 33-36, find the indicated term of the sequence. [ a_n=(-1)^n(3 n-2)… ]
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determine whether the sequence is increasing, decreasing, or not monotonic. is the sequence bounded…
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in exercises 51 - 58, find the sum of the finite arithmetic sequence. 2 4 6 8 10 12 14 …
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