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Untitled.notebook January 20, 2016
Math 1132
January 20, 2016 Untitled.notebook January 20, 2016
Barry Cipra
To really learn calculus or any other subject, for that
matter you have to do more than solve a bunch of
problems: you have to think about what yo
Ch. 11 Infinite Sequences and Series
11.1 Sequences
A sequence can be thought of as a list of numbers written in a definite order. For example,
2, 4, 6, 8, 10. The sequence is said to be finite if there is a last number (e.g., in the example
above) and if
Example 4
Evaluate f
x+a
x2+10x+29
96+ 3
CHI)" +4
u
E

5M pus ring The 5c: mu? 2
z
x +IOKtLq g. 0
a
X +IO;L : '14
1
x *' Io,<+.25 ; ]+,z;= "(f
(XIS): = "I
Cam5)" 4:4 3 0
new
2:0314. =3 .1.
AirZulu. :44 d
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CHEMISTRY 128
Name
Signature
Hum:
EXAM 
PLEASE READ THE FOLLOWING INSTRUCTIONS
DO NOT begin the exam until asked to do so.
H4
TA
FEBRUARY 10, 2006
Section
There are 11 numbered pages, and a periodic table in this exam. Check to see that they are
all here
Math 1132
Solutions to Practice Exam 2
1(a)
If the n
th
partial sum of a series
1
2
3
4
an is sn = 1 +
n=1
2n
then an =
for n > 1
3n
Solution:
X
(a)
n
3n
T F
FALSE .
sn = a1 + a2 + a3 + . . . an1 + an = sn1 + an
sn = sn1 + an = an = sn sn1
n
n1
n
n1
an =
Math 1132
Practice Final Exam Solutions
Important Notice: To prepare for the final exam, one should study the past exams and practice
midterms (and homeworks, quizzes, and worksheets), not just this practice final. A topic not being
on the practice final
University of Connecticut
Department of Mathematics
Math 1132
Practice Exam 1 Solutions
Fall 2014
Name:
Instructor Name:
Section:
TA Name:
Discussion Section:
Read This First!
Please read each question carefully. Show ALL work clearly in the space provid
University of Connecticut
Department of Mathematics
Math 1132
Practice Exam 1 Solutions
Spring 2014
Name:
Instructor Name:
Section:
TA Name:
Discussion Section:
Read This First!
Please read each question carefully. Show ALL work clearly in the space prov
University of Connecticut
Department of Mathematics
Math 1132
Practice Exam 1
Spring 2015
Name:
Instructor Name:
TA Name:
Section:
Discussion Section:
Read This First!
Please read each question carefully. Show ALL work clearly in the space provided. In
o
Chapter 6Applications of Integration
6.4Work
Previously we learned that if
s ( t ) represents the position of a particle at time
t
then
s ' ( t )=v (t) that is, the first derivative of the position function represents the velocity of the
particle at time
University of Connecticut
Department of Mathematics
MATH 1131 SAMPLE EXAM 2 FALL 2015
NAME: KfiY
Instructor Name: Section:
TA Name: Discussion Section:
This sample exam is just a guide to prepare for the actual exam. Questions on
the actual exam