Skip to main content

Posts

ANNA UNIVERSITY REVALUATION RESULTS APRIL/MAY 2011 RELEASE DATE

ANNA UNIVERSITY REVALUATION RESULTS APRIL/MAY 2011 RELEASE DATE Its seems like Anna university authority peoples taken more time to release the revaluation results for april/may 2011 examination Results are excepted to release between 16th August & 19th August 2011 Photocopy of the paper has been sent to colleges by next week(after 15th august 2011) Keep Visiting the website for further updates checkout www.annauniv.edu

CS2203 — OBJECT ORIENTED PROGRAMMING 141303 - OBJECT ORIENTED PROGRAMMING ANNA UNIVERSITY OF TECHNOLOGY,ANNA UNIVERSITY QUESTION PAPER APRIL/MAY 2010

B.E./B.Tech. DEGREE EXAMINATION, APRIL/MAY 2010 Third Semester Computer Science and Engineering CS2203 — OBJECT ORIENTED PROGRAMMING 141303 - OBJECT ORIENTED PROGRAMMING (Common to Information Technology) (Regulation 2008) Time: Three hours                                                                       Maximum: 100 Marks Answer ALL Questions PART A — (10 × 2 = 20 Marks) 1.  Write  a  C++  program  to  check  whether  an  integer  is  a  prime  or  a  composite   number. 2.  What is the difference between a class an...

CS2201 - DATA STRUCTURES 141301 - DATA STRUCTURES ANNA UNIVERSITY QUESTION PAPER APRIL/MAY 2010

B.E./B.Tech. DEGREE EXAMINATION, APRIL/MAY 2010. Third Semester Computer Science and Engineering CS2201 — DATA STRUCTURES 141301 - DATA STRUCTURES (Regulation 2008) Time: Three hours Maximum: 100 Marks Answer ALL Questions PART A — (10 × 2 = 20 Marks) 1. Define List Abstract Data Type with example. 2. Mention the Applications of stack. 3. Write an algorithm to declare nodes of a tree structure. 4. Give an example for Expression Trees. 5. Define Splaying. Give example. 6. List out the structural properties of B-Trees. 7. Mention the difference between Hashing & Extendible Hashing with example. 8. Define Path Compression. 9. What is topological sort? Give algorithm. 10. What is biconnected graph? Give example. PART B — (5 × 16 = 80 Marks) 11. (a) Describe the Cursor-based linked list with i...

Anna University Of Technology Results May-June 2011 Results Announced

Anna University Of Technology Results May-June 2011 Results Announced Anna University Of Technology Results May-June 2011 Results Announced Anna University Of technology ResultsR for II semester second semester May -June 2011 Results has been announced Click The Below Links To See Your Results LINK:1CLICK HERE FOR RESULTS LINK2:CLICK HERE FOR RESULTS LINK3:CLICK HERE FOR RESULTS

182202 ENGINEERING PHYSICS – II SYLLABUS FIRST SEMESTER ANNA UNIVERSITY OF TECHNOLOGY SYLLABUS REGULATION 2010 B.E. AERONAUTICAL ENGINEERING

182202 ENGINEERING PHYSICS – II UNIT I CONDUCTING MATERIALS Conductors – classical free electron theory of metals – Electrical and thermal conductivity – Wiedemann – Franz law – Lorentz number – Draw backs of classical theory – Quantum theory – Fermi distribution function – Effect of temperature on Fermi Function – Density of energy states – carrier concentration in metals. UNIT II SEMICONDUCTING MATERIALS Intrinsic semiconductor – carrier concentration derivation – Fermi level – Variation of Fermi level with temperature – electrical conductivity – band gap determination – extrinsic semiconductors – carrier concentration derivation in n-type and p-type semiconductor – variation of Fermi level with temperature and impurity concentration – compound semiconductors – Hall effect –Determination of Hall coefficient – Applications. UNIT III MAGNETIC AND SUPERCONDUCTING MATERIALS Origin of magnetic moment – Bohr magneton – Dia and para magnetism – Ferro magn...

181202 MATHEMATICS – II SYLLABUS ANNA UNIVERSITY OF TECHNOLOGY SYLLABUS REGULATION 2010 B.E. AERONAUTICAL ENGINEERING

181202 MATHEMATICS – II UNIT I ORDINARY DIFFERENTIAL EQUATIONS  Higher order linear differential equations with constant coefficients – Method of variation of parameters – Cauchy’s and Legendre’s linear equations – Simultaneous first order linear equations with constant coefficients. UNIT II VECTOR CALCULUS  Gradient Divergence and Curl – Directional derivative – Irrotational and solenoidal vector fields – Vector integration – Green’s theorem in a plane, Gauss divergence theorem and stokes’ theorem (excluding proofs) – Simple applications involving cubes and rectangular parallelpipeds. UNIT III ANALYTIC FUNCTIONS  Functions of a complex variable – Analytic functions – Necessary conditions, Cauchy – Riemann equation and Sufficient conditions (excluding proofs) – Harmonic and orthogonal properties of analytic function – Harmonic conjugate – Construction of analytic functions – Conformal mapping : w= z+c, cz, 1/z, and bilinear transformation. UNIT IV COMPLEX ...