Chabot College | Class Schedule | Spring 2010 Spring 2010

C h a b o t C o l l e g e | C l a s s S c h e d u l e | S p r i n g 2 0 1 0
C h a b o t
Spring Schedule of Classes – Listings by Subject
D/E/S CRN Type Day[s] Times Room Instructor Dates Code Sec D/E/S CRN Type Day[s] Times Room Instructor Dates Code Sec
D/E/S CRN
MCOM 68 KCTH TELEVISION EXPERIENCE 3.0 Units
Practical experience in TV production and programming, creating
original TV shows and segments. Prerequisite: Mass Communications 60.
(Mass Communications 39 and 68 may be taken a combined total of four
times.)
MTH 6 ELEMENTARY LINEAR ALGEBRA 3.0 Units
Introduction to linear algebra: matrics, determinants, systems of equations,
vector spaces, linear transformation, eigenvalue, eigenvectors, applications.
Prerequisite: Mathematics 2 (completed with a “C” or higher.).
CAN MTH 26
mended:
not recei
E 31666
D 32787 Lec By Arr 2.0 Hrs/Wk 124 STAFF -Fi 01/19-05/28 GR 001
D 31472 Lec MW 8:00 9:15 1711 CHANDURI 01/19-05/28 GR 001
Spring ClaSSeS
Lab By Arr 3.0 Hrs/Wk 124
Mathematics
MTH 1 CALCULUS I 5.0 Units
Limits and continuity, differentiation of algebraic and trigonometric functions,
the definite integral. Prerequisite: Mathematics 20 (completed with
a grade of “C” or higher) or an appropriate skill level deMstrated through
the Mathematics assessment process. CAN MATH 18, SEQ A, SEQ C
D 31464 Lec MTWTh 9:00 10:03 1729 KAJIWARA 01/19-05/28 GR 001
D 31465 Lec MWF 12:00 1:25 1727 STUBBLEBINE 01/19-05/28 GR 002
E 31466 Lec TTh 4:30 6:45 1818 FOUQUET 01/19-05/28 GR 071
MTH 1W CALCULUS I WORKSHOP 0.5 Units
Laboratory, study group, collaborative workshop or computer laboratory
time for Calculus I. Corequisite: Mathematics 1
D 32606 Lab MTWTh 10:04 10:30 1729 KAJIWARA 01/19-05/28 P/N 001
MTH 2 CALCULUS II 5.0 Units
Techniques of integration, parametric equations, polar coordinates, sequences
and series. Introduction to three-dimensional coordinate system
and operations with vectors. Primarily for mathematics, physical science
and engineering majors. Prerequisite: Mathematics 1 (completed with a
grade of “C” or higher). CAN MATH 20, SEQ A, SEQ C.
D 31467 Lec MTWTh 9:00 10:03 1707 STUBBLEBINE 01/19-05/28 GR 001
D 31468 Lec TTh 1:30 3:45 1729 ALEGRE 01/19-05/28 GR 002
E 31469 Lec MW 7:00 9:15 1832 BATCHELOR 01/19-05/28 GR 071
MTH 3 MULTIVARIABLE CALCULUS 5.0 Units
Vector valued functions, functions of several variables, partial differentiation,
multiple integration, change of variables theorem, scalar and vector
fields, gradient, divergence, curl, line integral, surface integral, theorems
of Green, Stokes and Gauss, applications. Prerequisite: Mathematics 2
(completed with a grade of “C” or higher). CAN MTH 22, SEQ C
MTH 6W ELEM LINEAR ALGEBRA WRKSHP 0.2 Units
Laboratory, study group, collaborative workshop or computer laboratory
time for Elementary Linear Algebra. Corequisite: Mathematics 6
D 32613 Lab MW 9:20 9:50 1711 CHAUDHURI 01/19-05/28 P/N 00
MTH 8 DISCRETE MATHEMATICS 4.0 Units
Sets, relations and functions; logic, methods of proof, induction; combinatorics,
recursion, recurrence relations and complexity of alogrithms;
graphs and trees; logic circuits; automata. Designed for majors in mathematics
and computer science. Prerequisite: Mathematics 1 (completed
with a grade of “C” or higher). CAN CSCI 26
E 31503 Lec MW 4:30 6:20 1832 YEST 01/19-05/28 GR 071
MTH 15 APPLIED CALCULUS I 3.0 Units
Differential calculus of algebraic, exponential, and logarithmic functions;
introduction to integral calculus. Applications in business, economics and
the life and social sciences. Prerequisite: Mathematics 31 or Mathematics
20 (completed with a grade of C or higher) or an appropriate skill level
demonstrated through the Mathematics Assessment process.
This course may require you to purchase a graphing calculator.
D 32611 Lec TTh 10:30 11:45 1712 CONWAY 01/19-05/28 GR 001
E 32612 Lec MW 7:00 8:15 1729 CREW 01/19-05/28 GR 071
MTH 20 PRE-CALCULUS MATHEMATICS 5.0 Units
Rational functions and relations with emphasis on logical development
and graphing. Solution of polynomial equations and inequalities, graphing
conic sections, mathematical induction, binomial theorem; strengthening
of skills in working with exponential, logarithmic, and trigonometric
functions: equations, graphs, and applications. Prerequisite: Mathematics
36 or 37 (completed with a grade of “C” or higher) or appropriate skill
level deMstrated through the Mathematics assessment process. CAN
MATH 16
D 31473 Lec MTWTh 9:00 10:05 17231 WIESER 01/19-05/28 GR 001
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E 31470 Lec MW 7:00 9:15 1727 YEST 01/19-05/28 GR 001
D 31474 Lec MTWTh 10:40 11:45 1717 FOUQUET 01/19-05/28 GR 002
MTH 4
ELEM DIFFERENTIAL EQUATIONS 3.0 Units
Introduction to differential equations, including first and second order
equations, series solutions, Laplace transforms, applications. Prerequisite:
Mathematics 2 (completed with a grade of “C” or higher). Strongly
recommended: Mathematics 3 (Multivariable Calculus). CAN MTH 24
D 31471 Lec MW 3:00 4:15 1717 HO 01/19-05/28 GR 001
D 32614 Lec MTWTh 1:30 2:35 1832 WIESER 01/19-05/28 GR 003
E31479 Lec TTh 7:30 9:45 1712 BATCHELOR 01/19-05/28 GR 071
MTH 25
COMP METHODS ENGINEER/SCIENCE 3.0 Units
Methodology and techniques for solving engineering/science problems
using numerical-analysis computer-application programs MATLAB and
EXCEL. Technical computing and visualization for mechanics, electrical
circuits, biology, thermal systems, fluid systems, and other branches of
science and engineering. Prerequisite: Mathematics 1. Strongly recom-
MTH 3
Preparat
Function
logarithm
and serie
logarithm
ics 55 or
76