Which test would you use to determine whether -3.2 n converges? n=1 A. The series is geometric with r = 3.2, and therefore divergent. B. The series is geometric with r= 1/3.2, and therefore convergent. C. The p-series test, with p = 3.2, shows that the series converges. D. The p-series test, with p = -3.2, shows that the series diverges.

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Which test would you use to determine whether
-3.2
Ση
n converges?
n=1
A. The series is geometric with r = 3.2, and therefore
divergent.
B. The series is geometric with r= 1/3.2, and therefore
convergent.
C. The p-series test, with p = 3.2, shows that the series
converges.
D. The p-series test, with p = -3.2, shows that the series
diverges.
Transcribed Image Text:Which test would you use to determine whether -3.2 Ση n converges? n=1 A. The series is geometric with r = 3.2, and therefore divergent. B. The series is geometric with r= 1/3.2, and therefore convergent. C. The p-series test, with p = 3.2, shows that the series converges. D. The p-series test, with p = -3.2, shows that the series diverges.
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