Professor:
Dr. Jeffrey Lee
Office:
Mathematics 239
*Email:Jeffrey.lee@ttu.edu
Office Hours:
Monday through Friday
10:00 –
11PM, and
by
appointment–schedule
24 hours
prior.
Office: MA 239
Course
Number:
Mathematics 1452
Course Title:
Calculus
II
with Applications
Course
Text:
Calculus,
latest Edition
by
Smith,
Strauss,
and
Toda.
Course Time
and Location:
ELECE 101 Wed. and Fri. from
11AM-12:50PM
Instructor Webpage:
http://www.math.ttu.edu/~jlee/
Course Description:
Methods
of
integration,
polar
coordinates, infinite
sequences and
series, basic
vector
algebra. Applications
and problem-solving
are strongly
emphasized.
Partially
fulfills Core
Math-
ematics
requirement.
Expected
Student
Learning Outcomes:
Math 1452
satisfies part
of the
university
core curricu-
lum requirement
in Mathematics:
“Students
graduating
from
Texas
Tech
University should
be
able to
demonstrate the
ability to
apply quantitative and
logical
skills to solve
problems.”
It meets
TTU general
education
student
learning outcomes
for
mathematics that
student
will:
•
Apply
arithmetic, algebraic,
geometric, statistical
and/or logical
reasoning to
solve
problems.
Math
1452
students
will
develop
skills to:
(1) compute
areas and
volumes;
(2)
solve
real
world
problems
involving
selected concepts
from the
physical
and life
sciences, and
economics; (3)
integrate
by
using
substitution,
integration
by
parts, and
partial fractions;
(4) analyze
the
convergence
of infinite
series
and sequences;
(5) perform
basic
vector
algebra; (6)
apply specific
concepts to
certain problems
from the
real
world
and other
sciences.
•
Represent
and
evaluate
basic mathematical
and/or logical
information
numerically,
graphically,
and
symbolically.
Math 1452
students
will learn
how
to adequately
communicate
mathematical
information in
writing,
verbally
and
graphically,
by
using
words,
numerical
answers,
algebraic
expressions, logical
sentences,
as
well
as graphs
and diagrams.
•
Use
mathematical and
logical reasoning
to
evaluate
the
validity
of an
argument.
Math 1452
students
will learn
how
to
identify,
understand, and
apply mathematical
and logical
reasoning to
theoretical
and applied
problems.
In particular,
attention will
be
given
to elementary proofs
in calculus
and
convergence
inferences for
improper
integrals
and infinite
series.
•
Interpret
mathematical
and/or logical
models
such
as
formulas,
graphs, tables
and
schematics,
and
draw
inference from
them. Math
1452
students
will learn
to
identify
and
interpret
mathematical
information
contained
in
formulas,
graphs and
tables, in
particular: (a)
applications to
physical
problems; (b)
formulas
from
integration
tables; (c)
geometric and
infinite series.
The
development
of
student
interpretative
and inference
skills will
be
assessed through
homework
exercises, in-class
quizzes, and
examinations.
Methods of
Assessment
of Learning
Outcomes:
Assessment
will
be
achieved
through one
or more
activities, non-graded
and graded,
such
as class
discussion,
board
work,
short quizzes,
selected
homework,
and examinations and
other optional
activities deemed
appropriate
by
the
instructor.
Class grades
will
be
assigned as
follows:
WeBWorK |
on-line
assignments
http://webwork.math.ttu.edu/webwork2/spr19jleem1452s111
More information
is
given
below. |
15% |
Quizzes |
weekly
in-class quizzes |
5% |
Examinations |
3 in-class
exams
15+20+20=
Times TBA |
50% |
Final Exam |
Tuesday, May 14 4:30 p.m. to 7:00 p.m
Location TBA |
30% |
Total |
|
100% |
A =
100%–90.00%, B
= 89.99%–80.00%,
C =
79.99%–70.00%, D
= 69.99%–60.00%,
F =
59.99%–0%
The instructor retains the right to apply a so-called
curve which may result in slightly higher letter grades in some cases. This
will always work in favor of the student.
Calculator:
Calculators
or other
electronic devices
will NOT
be
permitted on
quizzes, in-class
exams,
and the
final exam.
Scheduling:
A
tentative schedule
is included
in this
syllabus. These
details are
presented as
a
guide.
The instructor
may
change
the dates
for
each
assignment,
modify the
exercise list,
and/or add
assign-
ments.
It is
your
responsibility
to
keep
track
of the
course details
and
schedule
for
your
section. The
exam dates
will not
be
changed.
Reading:
There is
a lot
of
content
in this
course, so
it has
a necessarily
fast pace.
You
are expected
to read
the appropriate
sections of
the text
BEFORE
coming to
the lecture
in
which
the topic
is
scheduled.
WeBWorK:
WeBWorK
is an
internet-based
method for
delivering
homework
problems to
students.
You
will need
your
eRaider
username
and
student
ID
number
with
the R
to log
into
WeBWorK.
The
WeBWorK
system responds
by
telling
you
whether an
answer
(or set
of
answers)
is correct
or
incorrect and
also records
whether
you
answered
the question
correctly or
incorrectly.
You
are free
to
try a
problem as
many
times as
you
wish
until
the due
date.
It is
your
responsibility to
check
WeBWorK
for new
assignments.
I will
do
my
best
to email
the class
when a
new
assignment
is
available.
It is
estimated that
each
WeBWorK
assignment
will take
at least
3
hours.
Please
do not
wait
until
the
day
the
assignment
is
due
to
begin
and/or send
questions. I
will not
answer
questions
about
an
assignment
after
4 pm
the
day
it is
due.
A
key
educational benefit
of this
system is
that if
you
get an
incorrect
answer,
you
receive
immediate
feedback
while the
problem is
still fresh
in
your
mind.
You
can then
correct
a careless
mistake,
review the
relevant
material before
attacking
the problem
again, or
seek help
(frequently
via e-mail)
from classmates
or the
professor.
Prematurely searching for the answer on google, having a
tutor do it for you or getting the answer some other way in order to save
time will harm your retention of the material severely. Try to do it on your
own. Use intelligence and perseverance. This
isn’t supposed to be easy or routine.
Quizzes:
Weekly
quizzes
will
be
administered in
class with some exceptions expect
at least 5 quizes.
Make-Up
Policy:
If
you
have
to miss
the exams
due to
university
sponsored
events,
please
provide
documentation
so that
reasonable accommodations
can
be
made.
For
illness and
other emergencies,
please
contact
the Office
of Dean
of
Students
(contact
person: Denise
Tijerina), and
Associate Dean
Dr.
Jorge
Iber
of the
College of
Arts and
Sciences so
that
reasonable
accommodations can
be
made.
Class
Attendance:
Students
are
cautioned that
active
participation is
necessary for
success and
their
attendance will
be
documented
every
class.
•
The
Texas
Tech
University
OP 34.19
states that
a
student
who
intends
to
observe
a religious
holy
day
should
make
that
intention
known
in writing
to the
instructor prior
to the
absence. A
student
who is
absent
from classes
for the
observance
of a
religious holy
day
shall
be
allowed
to
take
an
examination or
complete an
assignment
scheduled
for that
day
within a
reasonable time
after the
absence. As
your
instructor, I
request that
notification
be
made in
writing and
submitted no
later
than the
15th class
day
of the
semester.
•
The
Texas
Tech
University
OP 34.04
states department
chairpersons, directors,
or others
respon-
sible for
a
student
representing
the
university
on officially
approved
trips
must
notify the
student’s
instructors of
the departure
and return
schedules.
The instructor
so notified
must
not penalize
the
student,
although the
student
is responsible
for material
missed.
Any
student
absent
because of
university business
must
be
allowed
to
make up
missed
work
within a reasonable
span of time
or
have
alternate grades
substituted for
work
due to
an excused
absence.
Students
absent
because of
university
business
must
be
given
the same
privileges as
other
students.
•
Whether
an absence
is excused
or unexcused
is
determined
solely
by
the professor
with the
exception
of absences
due to
religious
observance
and
officially
approved
trips described
above.
Academic
Integrity
(extracted from
OP 34.12):
It
is the aim of the
faculty of
Texas
Tech
Uni-
versity
to foster
a spirit
of complete
honesty
and high
standard of
integrity.
The attempt
of
students
to
present
as their
own any
work
not honestly
performed is
regarded by the
faculty
and administration
as a
most serious
offense and
renders the
offenders liable
to serious
consequences, possibly
suspension.
Scholastic
dishonesty
includes,
but it
not limited
to,
cheating,
plagiarism, collusion,
falsifying aca-
demic records,
misrepresenting
facts, and
any
act designed
to
give
unfair academic
advantage
to the
student
(such
as, but
not limited
to, submission
of
essentially
the same
written
assignment
for
two
courses without
the prior
permission of
the instructor)
or the
attempt to
commit
such
an act.
Civility
in the
Classroom:
Be respectful
to the
instructor
and to
your
fellow
students. Please
turnoff
cell
phones,
iPods,
etc. Do
not hold
side
conversations
and do
not read
the
newspaper in
class. I
will
ask
anyone
participating in
what I
perceive
to
be
inappropriate
behavior
to stop
immediately.
Accommodation for
Students
with Disabilities
(extracted from
OP 34.22):
Any
student
who,
because of
a
disability,
may
require some
special
arrangements
in order
to meet
course
requirements
should
contact
the instructor
(in MA
243) as
soon
as possible
to
make
the necessary
arrangements.
Students
should
present
appropriate
verification
from
Student
Disability
Services during
the
instructor’s
office hours.
Please note
instructors are
not
allowed
to
provide
classroom accommodations
to a
student
until
the appropriate
verification
from
Student
Disability
Services has
been
provided.
For
additional
information,
you
may
contact
the
Student
Disability
Services office
at 335
West Hall
or 806-742-2405.
•
Tutoring
and Study
Center
(TSC) –
a free
tutoring
center
provided
by
the Mathematics
& Statistics
Department
located at
in
Room
106 of
the Math
Building. Visit
http://www.math.ttu.edu/
Undergraduate/Resources/tutor.shtml
for
the most
recent
hours
of operation.
•
Learning
Center
– a
free tutoring
center
located in
Room
80 of
Holden Hall.
Online
tutoring
is also
available.
Visit
http://www.depts.ttu.edu/passcntr/PLC/
for
more information.
•
Tutoring
List –
a list
of
tutors
student
may
hire can
be
found at
http://www.math.ttu.edu/
Undergraduate/Resources/tutor.shtml
or
in
Room
201 of
the Math
Building.
Date
Jan 16–Jan
18 |
Section
5.1–5.4 |
Topics
Review Calc
I |
Jan 23
1–Jan24 |
6.1–6.3 |
Area,
Volume,
Polar
coordinates |
Feb
1–Feb
6 |
6.4–6.5 |
Arc length,
surface area,
physical
applications |
Feb
8 |
Chapter
6 |
Review |
Feb
13 |
|
Exam 1 |
Feb
20–Feb
26 |
5.5, 7.1–7.2 |
Substitution,
Integration
by
parts |
Feb
27–Mar 6 |
7.2–7.3 |
Integration
by
parts,
Trig
methods |
Mar 6–Mar
6 |
7.4–7.5 |
Partial
fraction method,
summarize
Integration
methods |
Mar 9–Mar
16 |
|
Spring break |
Mar 20–Mar
22 |
7.5–7.7 |
More
integration
practice, Improper
integrals |
Mar xx |
Chapter 7 |
Review |
Mar 31 |
|
Exam 2 |
April x–
April x+2 |
8.1–8.2 |
Sequences, Series |
April xx–
April xx |
8.3–8.6 |
Integral,
comparison, ratio,
root
tests |
April xx–
April xx |
8.7–8.8 |
Alternating series,
power
series,
Taylor
Series |
April x,
Chapter
8 |
Review |
|
April
|
|
Exam 3 |
May xx
–
May
xx |
9.1–9.4 |
Vectors
coordinates, Dot
product, Cross
product |
May
|
Chapter 9 |
Review |
May
14 |
|
Final Exam |
Spring
2019
Faculty
on Duty: January 14
First
Class Day: January 16
Holidays: January 21
Spring
Break: March 9 – 16
No
Classes: April 22
Last
Class Day: May 7
Final
Exams: May 9 – 14 (no exams on Sunday)