Calculus II Quiz 8, Fall 2011 - Limit and Infinite Series, Exercises of Calculus

The eighth quiz for the calculus ii course (math 106b,c) offered in the fall 2011 semester. The quiz covers the concepts of limits and infinite series. Question (a) asks students to find the limit of a sequence or explain why it does not exist. Question (b) requires students to determine if an infinite series converges or diverges and, if it converges, to evaluate it.

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MATH 106B,C - CALCULUS II FALL 2011
QUIZ 8
NAME:
Show ALL your work CAREFULLY.
(a) Find the limit of the following sequence or explain why it does not exist.
an=e
ln n
n
(b) Determine whether the following infinite series converges or diverges. If it converges, evaluate
the infinite series.
1
2
3+1
4
1
12 +1
36
1
108 +...
Date: November 14, 2011.
1

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MATH 106B,C - CALCULUS II FALL 2011

QUIZ 8

NAME:

Show ALL your work CAREFULLY.

(a) Find the limit of the following sequence or explain why it does not exist.

an = e

lnn n

(b) Determine whether the following infinite series converges or diverges. If it converges, evaluate the infinite series. 1 − 2 3

+^1

+^1

Date: November 14, 2011. 1