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    Download Bharathiar University School of Distance Education B. Sc Mathematics Second Year Differential Equations and Laplace Transforms Exam Previous Years Question Papers

    School of Distance Education (SDE) of Bharathiar University came into existence in the academic year 1991-92 and the school offers education through its distance education centres operating from different cities all over India.

    About B. Sc Mathematics course:

    The B. Sc Mathematics course offered by the SDE extends to a period of three years and the university follows non-semester pattern of education for this course. For applying to the B. Sc Mathematics course, candidates must have completed their higher secondary from a recognized board with general mathematics as one of the subjects and candidates with polytechnic diploma are also eligible to apply to this course.

    Papers offered in second year of B. Sc mathematics course:

    Second year of the B. Sc Mathematics course offered by the SDE includes the following papers:

    • Paper I - Language
    • Paper II - English
    • Core Paper III – Differential Equations and Laplace Transforms
    • Core Paper IV – Mechanics
    • Allied Paper – Accountancy

    Syllabus for Differential Equations and Laplace Transforms paper:

    Syllabus for this paper includes five units as given below:

    • Unit I – Ordinary Differential Equations
    • Unit II - Euler’s Homogeneous Linear Differential Equations
    • Unit III – Partial Differential Equations
    • Unit IV – Laplace Transforms
    • Unit V – Inverse Laplace Transforms

    Reference books for Differential Equations and Laplace Transforms paper:

    • Dr. J. K. Goyal and K.P. Gupta, Laplace and Fourier Transforms, Pragali Prakashan Publishers, Meerut, 2000
    • N.P. Bali, Differential Equations, Laxmi Publication Ltd, New Delhi, 200
    • S. Narayanan and T.K. Manickavasagam Pillai, Calculus, S. Viswanathan (Printers and Publishers) Pvt. Ltd, Chennai 1991

    Previous Years Question Papers:

    B. Sc Mathematics second year Differential Equations and Laplace Transforms papers of past years are given in the attachment.


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