BITS MCA Entrance Exam is a University level exam conducted by the Birla Institute of Technology for candidates to join the full-time Master of Computer Application program in various campuses of BITS. Check the details about BITS MCA 2020 eligibility criteria, exam pattern, exam dates, application form, etc. Also, check details about BIT Mesra MCA Admission 2020. Candidates can take the admission in the various campuses located at Noida, Lalpur, Jaipur after appearing in the entrance test.
Every student seeking admission to the Banasthali Vidyapith has to submit an application on the prescribed form and pay the requisite application fee by the prescribed date
• Candidates must pass 10+2 or intermediate or equivalent from a recognized board.
• Candidates should be passed the 12th examination with Mathematics and Science.
• Candidates should hold the Bachelor’s Degree in BCA, B.Sc with IT/Electronics/Statistics/ Mathematics/Computer Science, B.E in Computer Science/IT.
• Appearing candidates can also apply.
• The minimum marks required in graduation are 55% (50% marks for reserved category).
• 2,500/- for General/OBC.
• 1,500/- for SC/ST candidates.
• Candidates have to pay the application fee through State Bank Collect (any nationalized bank).
• The fee is non-refundable.
• The exam will be conducted through online mode.
• The duration of the exam will be 2 hours.
• The question paper will be of Multiple Choice Type.
• Candidates will be awarded four marks for each correct response.
• For each incorrect answer, one mark will be deducted from the total score.
Subjects |
No. of Questions |
English |
20 |
Analytical Ability& Logical Reasoning |
20 |
Mathematics |
60 |
Computer Awareness |
20 |
Total |
120 |
• Algebra: Fundamental operations in Algebra, arithmetic, geometric and harmonic progressions, expansion, factorization, quadratic equations, indices, logarithms, binomial theorem, permutations, and combinations, surds
• Set Theory: Sets and subsets, operations on sets, relations and functions sequences, properties of integers, Matrix Algebra: Elementary transformations, the inverse of a matrix, rank, eigenvalues, and eigenvectors, solution of simultaneous linear equations, quadratic forms
• Coordinate Geometry: Equations of a line, mid-point, intersections Rectangular Cartesian coordinates, etc., equations of a circle, distance formulae, the pair of straight lines, simple geometric transformations such as translation, rotation, scaling, parabola, ellipse, and hyperbola, etc.
• Calculus: Limit of functions, continuous functions, simple examples of maxima and minima, cone, cylinder, Taylor Series, integration of function by parts, differentiation of function(s), tangents and normals, by substitution and by partial fraction, definite integral application to volumes and surfaces of frustums of a sphere etc.
• Differential Equations: Differential equations of the first order and their solutions, homogeneous linear differential equations, linear differential equations with constant coefficients.
• Vectors: Addition and subtraction of vectors, Position vector, scalar, and vector products and their applications to simple geometrical problems and mechanics.
• Trigonometry: Solution of triangles, simple identities, trigonometric equations, properties of triangles, height and distance, inverse function
• Probability and Statistics: Basic concepts of probability theory, frequency distributions, averages, skewness and kurtosis, dependent and independent events and measures of dispersions, random variable and distribution functions, mathematical expectations, the principle of least squares, correlation and regression, binomial, Poisson, normal distributions and curve fitting.
• Linear Programming: Formulation of simple linear programming problems, revised simplex method, basic concepts of graphical and simplex methods, transportation and assignment problems, duality and integer programming