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Veermata Jijabai Tech. Institute MCA Entrance Exam Syllabus

Veermata Jijabai Tech. Institute MCA Entrance Exam Syllabus

  • Computer Concepts
    • Computer Basics: Organization of a computer, characteristics of a computer, Central Processing Unit (CPU), structure of instructions in CPU, input / output devices, computer memory, primary memory and secondary memory, memory organization, backup devices.
    • Data Representation: Representation of characters, integers and fractions, binary and hexadecimal representations.
    • Binary Arithmetic: Addition, subtraction, division, multiplication, signed arithmetic and two-complement arithmetic, floating point, representation of numbers, normalized floating point representations. Boolean algebra, truth tables and Venn diagrams.
    • Computer architecture: Block structure of computers, communication between processor and I/O devices, interrupts, multiprogramming, and virtual memory.
    • Computer language: Assembly language and characteristics of high-level language.
    • Multiprogramming and Timesharing operating systems
    • Computer Programming in C: Data types, expression, evaluation, precedence rules, type conversions, sequential structure, selective structure, repetitive structure, functions (including recursion), arrays, pointers, structures and unions, operations on bits, file processing, preprocessor.
  • General Aptitude: The main objectives of this part is to assess the general aptitude of the candidate to pursue a technical profession
    • Logical Reasoning: quantitative reasoning, visuo-spatial reasoning, high school mathematics, vocabulary, English comprehension and verbal ability.
  • Mathematics
    • Algebra: Fundamental operations in algebra, expansion, factorization, simultaneous linear / quadratic equations, indices, logarithms, permutations and combinations.
    • Geometry: Angles at a point and parallel lines, triangles, polygons of n sides, circles, geometric transformations – particularly similarity, rotation and reflection, areas.
    • Trigonometry: Trigonometrical ratios, two-dimensional problems on heights and distances.
    • Coordinate Geometry: Rectangular Cartesian coordinates, equations of a line, mid-point, intersections etc., equations of a circle, distance formulae, simple geometric transformations such as translation, rotation, scaling.
    • Mensuration: Areas, triangles and quadrilaterals, area and circumference of circles, volumes and surface areas of simple solids such as cubes, spheres, cylinders and cones.

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