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  #1  
30th March 2016, 11:30 AM
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AUCET Computer Science Previous Question Papers

Hello sir I am here as I want to get the syllabus of the M.Sc. Computer Science and Statistics on which the Question Paper of Andhra University Common Examination Test is based on so will you please provide me the same??
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  #2  
30th March 2016, 11:31 AM
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Join Date: May 2012
Re: AUCET Computer Science Previous Question Papers

Andhra University is the one of the oldest educational institutions in India. The university offers many diploma, undergraduate, postgraduate, and research courses in different streams. The university has also started correspondence courses in 1972.

It conducts entrance exam for M.Sc Computer Science and Statistics course.

Here as per your demand I am here providing you Question Paper of Andhra University Common Examination Test

Part-A

Statistics
-Mean
-Median
-Mode
-Range
-Quartile Deviation
-Mean Deviation
-Standard Deviation
-Coefficient of Variation
-Random Experiment
-Random Event
-Elementary Events
-Exhaustive Events
-Mutually Exclusive Events
-Independent Events
-Classical definition of Probability
-Relative Frequency approach to Probability
-Sample Space
-Sample Events
-Addition and Multiplication Theorems
-Random variable
-Distribution functions
-Probability density functions
-Mean and Variance of Random Variables
-Theoretical discrete distributions like Binomial, Poisson distribution

Reasoning and Mental Ability - According to GMAT syllabus

Part – B

Calculus
-Differentiation of a function at a point and on an interval
-Derivative of a function
-Differentiation of Sum, Difference, Product and Quotient of function
-Derivatives of Composite
-Implicit, Parametric, Inverse circular, Hyperbolic and Inverse Hyperbolic functions
-Logarithmic differentiation
-Derivative of a function with respect to another function
-Leibnitz theorem
-Applications of Leibnitz theorem
-Errors and approximations
-Geometrical interpretations of derivative
-Equations of tangent and normal at a point on the curve
-Lengths of tangent, normal, subtangent, subnormal at a point
-Derivative as a rate measure
-Increasing and decreasing functions
-Criteria for maxima and minima of functions in single variable
-Partial differentiation of the first and second orders only

Integral Calculus
-Integration as the inverse process of differentiation
-Indefinite and definite integral
-Standard integral covering algebraic, trigonometric, exponential and hyperbolic functions
-Methods of integration
-Substitution methods
-Integration by parts
-Evaluation of definite integral
-Properties of definite integral
-Reduction Formulae
-Definition of ordinary differential equations
-Degree and order of ordinary differential equations
-Formation of differential equation
-General and particular solution and primitive solution of first order differential equations

Part – C
Matrix
-Types of matrices
-Addition and multiplication of matrices
-Inverse of a matrix
-Determinant of a matrix
-Determinant of second and third order
-Singular and non-singular matrices
-Solution of simultaneous linear equations in two and three variables by Cramer’s rule
-Matrix inversion method and Gauss Jordan method

Trigonometry
-Trigonometric ratios in compound angles
-Trigonometric ratios of multiple-sub multiple angles
-Inverse circular functions
-Inverse hyperbolic functions
-Properties of triangles
-Complex numbers and De Moivre’s Theorem


Structure of Entrance Test
The candidate has to answer 90 objective type questions in 75 minutes. These 90 questions are distributed over three sections, A, B, and C. Section A includes 40 questions of 40 marks, section B contains 30 questions of 30 marks, and section C includes 20 questions of 20 marks. Every wrong answer will deduce ¼ marks from the total. The test booklet will contain questions in both English and Telugu.

Last edited by sumit; 25th December 2019 at 08:50 PM.


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