IIIT PGEE previous papers

Hii I am preparing PGEE so kindly provide me the question paper or syllabus for the preparation please???

[Quick Sam]

As you are looking for the question paper and syllabus so I want to tell you that this time I have only syllabus so I am providing you the syllabus but at the time I get the paper I will send you.

The syllabus posted below.

• Paper I (General Aptitude)
Objective Duration : 1 1/2 hours
(Compulsory for everyone). This is objective type question paper and will emphasize on basic aptitude, logical reasoning, basic questions on computers and mathematics.
Note: A minimum cut-off score in this paper is compulsory for evaluation of candidate's subject paper (Paper II).
• Paper II is subject paper. Based on the graduation, candidate has to appear for relevant subject papers.
a. Mathematics: Duration : 1 1/2 hours
I. Finite Dimensional Linear Vector Space
Linear Independence, Span, Basis, Orthonormal Set, Gram-Schmidt Orthogo- nalization Process, Inner Product, Dual Space, Eigen Space, Rank of a Matrix, Cayley-Hamiltonian Theorem, Similar Matrices, Linear Operator, Hermetian, Unitary and Normal Matrices, Spectral Decomposition.
II. Group, Ring and Field
Basic Concepts of Groups, Cyclic Group, Cosets, Elementary Concepts of Rings and Fields
III. Real Analysis
Concepts of sets of Real numbers, Sequence of Real Numbers, Continuous and Differentiable Functions, Rolle’s Theorem, Mean Value Theorem and Taylor Se- ries, Reimann Integration
IV. Probability Theory
Conditional Probability, Bayes Theorem, Random variable, PDF and CDF, Mo- ment Generating Function, Theoretical Distribution (Binomial, Poisson, Nor- mal, Uniform and Hyper geometric).
V. Complex Analysis
Analytic functions, Integration, Cauchy’s Integral Theorem, Cauchy’s Integral formula, Taylor and Laurent Series, Residue, Contour Integration.
VI. Ordinary Differential Equation
Equation of First order and First Degree, Second order Linear Equation with Constant coefficients.
VII. Optimization
Linear Programming Problem.

b. Computer Science: Duration : 1 1/2 hours

Fundamental Programming Concepts, Control Flow, Functions, Recursion, Basic Data Structures (arrays, lists, stacks, and queues), Basic algorithms (sorting and searching), Boolean Algebra, Digital Building Blocks (AND/OR/NAND/XOR Gates), Karnaugh's Maps, Computer Organisation, Number Systems. Capability to write programs in C or C++ is expected, Relational Databases (Functional dependencies, SQL), Computer Networks .
c. Electronics and Communications Engineering: (Objective and Subjective) Duration : 1 1/2 hours
( Selection for interview for the streams (i) VLSI & Embedded Systems and (ii) Signal Processing and Communication will be based on the score in this paper and the score in the general aptitude test. This subject examination paper is divided into two parts: Part A (Electronics) and Part B (Signal Processing and Communication) )
There will be equal number of questions from Electronics (part-A) and from Signal processing and Communication (part-B). One should attempt questions from both parts in the stipulated time. selection for the interview will be based on the combined score in the two parts.
Part A - Electronics:
Networks: Nodal and mesh analysis, Wye-Delta transformation, steady state sinusoidal analysis, time and frequency domain analysis of RLC circuits, Laplace transformations, 2-port networks, Transfer functions.
Electronic Devices: Theory and Characteristics of Diodes such as Junction and Zener etc, Transistors such as BJT, JFET, and MOSFET etc, Photodiodes.
Analog Circuits: Small signal models and applications of diodes, BJTs, MOSFETs, Biasing of transistors, Types of Amplifiers, Op-amp circuits, Filters, Oscillators, Function generators and wave-shaping circuits.
Digital circuits: Boolean algebra, logic gates, Logic families, combinational, arithmetic, memory and sequential circuits, ADC, Microprocessors and Microcontrollers.
Control Systems: Components of control systems, Open and closed loop control systems, stability analysis, Routh-Hurwitz Criteria, Signal flow graphs, transient and steady state analysis of LTI control systems including frequency response, Root loci, Bode and Nyquist plots, lead and lag compensation, PID control.
Part B - Signal Processing and Communications:
Signals and Systems: Classification of signals, LTI system analysis, System properties, Fourier Series, Fourier Transform, discrete time Fourier series , Laplace Transform, Z-transform, System transfer function, Fourier analysis of LTI systems, Sampling theorem.
Probability theory and random processes: random variables, probability distribution function, probability density function, conditional probability, Bayes theorem, central limit theorem, functions of random variables, random processes, stationary random processes, auto-correlation and cross-correlation functions, power spectrum.
Communication Theory: Analog and Digital Modulation and demodulation, Superheterodyne Receivers, Quantization, Line Coding, Matched filters, Receiver structures in the presence of AWGN, Probability of error.
Digital Signal Processing: Discrete Fourier transform, FFT, Z-transform, Z-domain analysis of LTI systems, Circular convolution, Design of digital IIR and FIR filters.
Electromagnetics: Basics of Electromagnetics, Vector calculus, Maxwell’s equations, Wave equation, Transmission lines, matching networks, S-parameters, Basics of waveguides, optical fibers, and Antennas
d. Structural Engineering
Duration : 1 1/2 hours
Bending moments and shear forces in beams, stress and strain relations, principal stresses, Mohrs circle, simple bending theory, flexural and shear stresses, torsion, analysis of trusses and frames, analysis of indeterminate structures by force/displacement methods, matrix methods of structural analysis, working and limit state design concepts, design of compression members, beam, slab, footing, staircases, basic concepts of prestressed concrete, riveted and welded joints, steel beam column connections, plate girders and design of base plate.
In addition to this, some questions from engineering mathematics like determinants, matrices, limit, continuity and differentiability, mean value theorems, integral calculus, partial derivatives, maxima and minima, ordinary differential equations and applications, initial and boundary value problems, Laplace and Fourier transforms, test for convergence, sequences and series.
e. PGEE for CCNSB Subject Paper
Computational Natural Sciences and Bioinformatics
Selection for interview for the streams (i) Bioinformatics and (ii) Computational Natural Sciences will be based on the score in this paper and the score in the general aptitude test. This examination paper comprises of three sections: Physics, Chemistry, Biology & Bioinformatics, (physics and chemistry only for Post-B.Sc. programmes) and students, depending on their background are expected to attempt any one Section as a major and another section as a minor part. The questions will be multiple-choice.
Syllabus:
Physics Section: Mechanics and General Properties of Matter, Electricity and Magnetism, Kinetic theory and Thermodynamics, Modern Physics, Solid State Physics, Devices and Electronics.
Chemistry Section:
Physical Chemistry: Atomic Structure, Theory of Gases, Chemical Thermodynamics, Chemical and Phase Equilibria, Electrochemistry, Chemical Kinetics.
Organic Chemistry :Basic Concepts in Organic Chemistry and Stereochemistry,Aromaticity and Huckel's rule,Heterocyclic Chemistry, Qualitative Organic Analysis.
Inorganic Chemistry: Periodic Table, Chemical Bonding and Shapes of Compounds, Main Group Elements (s and p blocks), Transition Metals (d block), Analytical Chemistry.
Biology & Bioinformatics Section
Biology: General Biology, Biochemistry and Physiology, Molecular Biology, Cell Biology.
Bioinformatics: Sequence Analysis, Sequence Alignments, Phylogeny, Gene Prediction, Structural Biology.

Hello sir, my brother is going to jain entrance exam of IIIT for PGEE. He wants some previous year question paper of IIIT PGEE entrance examination? Please provide me him?

[Shaleen]

IIITH PGEE Model Papers would be able to prepare better due to the practice. Students should work these Sample Papers of IIITH PGEE to get an idea of the exam pattern and to be able to perform better at the exam.

Here I’m providing you few question paper for IIIT PGEE:

General Aptitude
The square of the binary number 1001 in hexadecimal is

A) 81 B) 51 C) 121 D) A1

Which of the following modes of data transfer is the fastest?

A) DMA B) Interrupt-based C) Polling D) All are equally fast

Heap Sort runs at

A) O(log n) B) O(nlog n) C) O(n2) D) O(n2log n)

What is the chance that a leap year selected at random will contain 52 Sundays?

A) 1 B) ½ C) 1/7 D) 2/7


Engineering Mathematics

T is a tree and V is a vertex of T of maximum degree in T, say the degree of V in n. Prove that T has atleast n vertices of degree 1.

One bag contains 4 white balls and 3 black balls, and second bag contains 3 white balls and 5 black balls. One ball is drawn from the first bag and placed unseen in the second bag. What is the probability that a ball now drawn from second bag is black?

Let an denote the number of bit strings of length n that do not have two consecutive zeroes. Find a recurrence relation for the number of bit strings of length n that do not have two consecutive zeroes. Hence find a4.

Apply Newton’s method to compute the approximate value of root 2. Start the iteration from x0=1, and obtain two iterations.

Computer Science & Engineering


Write a nonrecursive routine to reverse a singly linked list in O(N) time.

Prove that in a self-complementing code the sum of the weights must be 9.

An inversion is an array of numbers is any pair (i,j) such that i<j and A[i]>A[j]. What is the average number of inversions in an array of n distinct numbers?

Design a counter for the following binary sequence: 0,4,5,3,1,6,2,7 and repeat. Use JK flip-flops


Electronics and Communication Engineering

Realize a RS flip flop using a JK flip flop.
What is the auto correlation function of a discrete time white noise?
Which of the following modulation schemes are constant energy modulation?

A) 8-PSK B) 16 QAM C) 8-FSK D) 8-PAM

Human code is a

1) Error correcting code 2) lossless source code

3) lossy source code 4) error detecting code


Structural Engineering


A short CI column of hollow circular section has projecting bracket carrying a load of 10 tonnes. The load line is off the column by 20cm. The external diameter of the column is 350mm and thickness of metal is 25 mm. Find the maximum stress intensity in the section.

A rectangular beam section of 300 mm width and 500 mm effective depth is reinforced with 4 bars of 20 mm diameter, what shear reinforcement is required to resist 200 kN shear (use working stress method).

A bar of steel 24 mm in diameter was subjected to a tensile load of 60 kNs and measured extension on a 20-cm gauge length was 0.009 cm and the change in diameter was 0.00375 cm. Calculate the Bulk modulus?

What is the allowable load carrying capacity of a circular column section of 400 mm diameter reinforced with 6x25 mm diameter bars adequately tied with spirals? Consider concrete of grade M25 and steel of grade Fe 415.

Sir i have btech in computer science and want an admission to mtech in bio informatics.so am i suposed to opt b or e

I am writing IIIT hyderabad PGEEE for the year 2022 when I was opting for PHD in bioinformatics there was only General aptitude paper for me I have a doubt that whether i have subject paper also for PGEEE