Q1. Test the following series for being convergent or divergent: 1 a.) E ne1 (In n)" 2 b.) Σ 1- 3n 2 n=1

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
Section: Chapter Questions
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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Q1. Test the following series for being convergent or divergent:
(In n )"/ 2 b.) Ž
3n
n
1
a.) 2
n=1
Q2.Use n-th term test to test the series: (-1)" Vn+ \n - Nn.
n=1
1+e° +e2° + e +...+.. +. = 10 :
3c
Q3 The value of (c) for which
Q4. Choose the correct answer:
a) The harmonic series is:
i) Convergent.
ii) Divergent.
iii) Geometric.
b) The limit of the n-th term of the series n tan( -) is:
n=0
i) infinity ii) 1.0
iii) zero.
c) The series E(-)" has:
n=0 T
i) no sum
ii) sum=r
iii) sum= (t/( T-e)).
Transcribed Image Text:Q1. Test the following series for being convergent or divergent: (In n )"/ 2 b.) Ž 3n n 1 a.) 2 n=1 Q2.Use n-th term test to test the series: (-1)" Vn+ \n - Nn. n=1 1+e° +e2° + e +...+.. +. = 10 : 3c Q3 The value of (c) for which Q4. Choose the correct answer: a) The harmonic series is: i) Convergent. ii) Divergent. iii) Geometric. b) The limit of the n-th term of the series n tan( -) is: n=0 i) infinity ii) 1.0 iii) zero. c) The series E(-)" has: n=0 T i) no sum ii) sum=r iii) sum= (t/( T-e)).
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