Anna University World

Continuation of Page 7
Use each test as a learning experience. You will likely learn different ways of thinking and different mistakes that you made from each test. Don't be too disappointed if you did not do well on a particular test. Use each as a stepping stone to greater success next time. Learn from your mistakes and figure out how you can do better next time. If you like, you can even go see your teacher to ask that person how you can improve and do better next time.
The remaining will be continued in my upcoming posts...

Hi guys and girls... In this post, i have provided you the syllabus for Mathematics III subject. The syllabus that i have posted for this particular subject is only for Reg 2004 and this should be followed only by Automobile engineering students. Make use of this syllabus and also refer this site to your friends, so that others can also able to get benefit from this site. In my upcoming posts, I will try to post syllabus for other subjects and other branches too... So stay in touch.

MA1201(Mathematics III)

1. PARTIAL DIFFERENTIAL EQUATIONS 9
Formation of partial differential equations by elimination of arbitrary constants and arbitrary functions – Solution of standard types of first order partial differential equations – Lagrange’s linear equation – Linear partial differential equations of second and higher order with constant coefficients.

2. Fourier Series 9
Drichlet’s conditions – General Fourier series – Odd and even functions – Half range sine series – Half range cosine series – Complex form of Fourier Series – Parseval’s identity – Harmonic Analysis.

3. Boundary value problems 9
Classification of second order quasi linear partial differential equations – Solutions of one dimensional wave equation – One dimensional heat equation – Steady state solution of two-dimensional heat equation (Insulated edges excluded) – Fourier series solutions in Cartesian coordinates.

4. Fourier Transform 9
Fourier integral theorem (without proof) – Fourier transform pair – Sine and
Cosine transforms – Properties – Transforms of simple functions – Convolution theorem – Parseval’s identity.

5. Z -TRANSFORM AND DIFFERENCE Equations 9
Z-transform - Elementary properties – Inverse Z – transform – Convolution theorem -Formation of difference equations – Solution of difference equations using Z - transform.

Hi friends... In this post i have provided a link for you to download a model question paper of CS1201(Design and analysis of Algorithm). In this question paper you can able to find both Part A and Part B questions with answers for every unit...
So make use of it and study well...
CS1201-Design and analysis of Algorithm(Reg 2004)

Please let me know, if you find any broken links...

Continuation of Page 6
Seek understanding over memorization in your quest to get high marks in college. Whenever it is possible, try to understand how the teacher arrived at a particular conclusion or how they got a particular answer instead of just memorizing the answer. See how they derived their conclusions. It makes the studying much easier, and will be more fun, in general. You will also seek to exercise your brain and allow it to think, which it is designed to do, rather than just plain rote memorization. Try to see points from different angles and perspectives. Try to look for unity and patterns - where has such a concept appeared before? It will make for a much more enjoyable learning experience.
The remaining will be continued in my upcoming posts...