Title:
Mathematics
– II : Linear algebra & coordinate geometry
Code: MAT 121 Credit: 03.00
Instructions/Guidelines for this course:
- All students registered for this course have to enroll in Moodle
- Students can find all the course materials from Moodle.
- All of the students have to submit the soft copy of their "Assignment" in Moodle under assignment section created here.
The course will be conducted by:
Faculty: Mohammad
Salek Parvez
Designation: Assistant Professor
Department: GED
Faculty: FSIT
Off. address: R#307, DT-5, MC
Mobile
No:
01552327706
Email:sparvez@diu.edu.bd ; sparvez@daffodilvarsity.edu.bd
·
Welcome Note : Plz,
listen :
To know
further about the importance of this course,
I refer you to the following
links:
Objectives:
It is offered as the most
important mathematical course for CSE students throughout all universities
of the world. It helps them to become
expert at (i) making programming languages, (ii) networking, (iii) robotics,
(iv)web-developing, (v) computer graphics and (vi) many other discourses.
Outcomes :
After a successful
completion of this course, students will be able to :
1. Evaluate so easily a
good number of improper integrals useful in different engineering courses ;
2. Compute area, volume
and similar things using the concept of multiple integration ;
3. To clarify behavior,
regarding extreme values, of natural phenomena with the help of knowledge of
max/min/inflex etc ;
4. Work with c-numbers in
5 different ways ;
5. Use matrices &
vectors to depict physical phenomena ;
6. Understand what
happens to objects when a dimensional shipment occurs ;
7. Define a pre-planned
change in structures in case of a dimensional shipment.
Syllabus:
Complex Variables : Complex numbers & functions, Complex differentiation, Line integral.
Calculus :
Extrema & Inflexes, Partial Differentiation, Beta & Gamma functions,
Multiple integration.
Linear
Algebra :Matrix ----Introduction,
Classification, Special types, Operations & EO, Inverse, Rank- RREM-NF
; SLE --- Introduction, Classification,
Solution ; Vector
space --- Introduction& Linear Combination of vectors ; Linear Transformation--- Basics,
Composition, Inversion, Special Linear Operators ; Eigenvalues &
Eigenvectors----Basics, Evaluation.
Course
Requirements :
·* Completion
of Higher Algebra at
Intermediate level. Or,
Completion of A-level mathematics.
·* Completion
of Mathematics-I at DIU
under FSIT/ FE..
·* A textbook
on this course.
· * Regular
attendance.
Course Assessment Plan
Methods
to assess a student’s performance in this course will consist of the following
steps.
A) On-going
Assessment :
Assessment Methods
|
Weighting
|
Description of Assessment Tasks
|
Class Attendance
|
7%
|
Discussions
( in class & online ) will ensure,
encourage & reward students’ activeness in learning and engagement with others.
|
Assignments
|
5%
|
Assignments will : enhance students’ ability
to solve problems without teacher’s
help ; : help students’ group study or interaction with other students.
|
Presentations
|
8%
|
Verbal
presentation by individual students
will : test the students’ ability to
present what they understand throughout the course ; : find out their lacks in expressing
a known thing ; : make them accustomed to face an audience ; : give them an excellent preparation
and skills for future professional meeting/conference .
|
Total
|
20%
|
|
B).
Overall Assesment :
Assessment Methods
|
Weighting
|
Description of Assessment Tasks
|
Quiz:
(1st +2nd +3rd )/3
|
15%
|
Quizzes will consolidate : their
learning ; : test their basic concepts ; :
reward students’ ability to solve problems
|
Midterm Examination
|
25%
|
The midterm
examination will justify students’ progress of subject based knowledge.
|
Final Examination
|
40%
|
The final examination will test the students’ overall
performance throughout the course.
|
Total
|
80%
|
|
Adding all
weights a grade will be conferred to the student. The grading policy is the
same as suggested by the UGC,
Bangladesh.
Recommended Books and Materials:
Subject
|
Text
Book
|
Reference
Book
|
Coordinate Geometry
|
Titas Series
|
Calculus
By
Weir, Maurice, et al., Thomas’
Addison-Wesley, 2010
12th edition
|
| |
|
Linear Algebra
|
Linear Algebra
A first Course
( 4th edition )
By
Mohammad Salek Parvez
|
Linear Algebra
By
Seymour Lipschutz
Schaum’s Outline Series
|
Online text materials may be
included.
Wolfram Alpha ( a software from internet ) is being referred.
|