BMS College of Engineering Information Science

Will you provide syllabus of B.E. (Information Science and Engineering) Course offered by BMS College of Engineering? Tell me about intake capacity of B.E. (Information Science and Engineering) Course offered by BMS College of Engineering?

[shikha]

The BMS College of Engineering is an Autonomous College under VTU.

The College offers several UG and PG Courses in several disciplines.

As you want syllabus of B.E. (Information Science and Engineering) Course, so here I am providing following syllabus:

BMS College of Engineering B.E. (Information Science and Engineering)

Course Name:
B.E ( 4 Years )

Level:
UG ( Intake : 90 )

Accreditation Status of the course:
Accreditated

Research Centre:
Established in 2011

Professional Society Memberships:
IEEE, ISTE, BITES

Syllabus:
Semester I
Engineering Mathematics - I
Engineering Physics
Elements of Electronics Engineering
Elements of Mechanical Engineering
C‟ Programming
Co Lab - I
Biology for Engineers
Personality Development & Communication
Kannada Language*

UNIT - 1
Calculus of one variable [9 hours]
Introduction to nth derivatives of standard functions, Leibnitz‟s theorem (without proof). Taylor‟s and Maclaurin‟s series expansion for function of one variable.

(4L+1T)
Polar curves: Polar coordinates, angle between radius vector and tangent, angle between the polar curves, length of the perpendicular from pole to the tangent.
Applications: Curvature, radius of curvature in polar coordinates (without proof).

(3L+1T)
Suggested Reading: geometrical meaning of second derivatives, hyperbolic functions,
Pedal equation for polar curves, Indeterminate forms (L‟ Hospital‟s rule).
UNIT - 2
Multivariate Calculus [9 hours]
Partial differentiation: Partial derivatives, total differentiation, differentiation of composite and implicit functions, Jacobians and their properties (without proof). Taylor‟s and Maclaurin‟s series expansion for functions of two variables.

(4L+2T)
Applications: Maxima and Minima for functions of two variables. (unconstrained
optimization)

(2L+1T)
Suggested Reading: Lagrange‟s method of multipliers (constrained optimization).






Contacts
BMS College of Engineering
P.O. Box No.: 1908 Bull Temple Road
Bangalore - 560 019 Karnataka, India.
Phone: +91-80-26622130-35
Fax: +91-80-26614357