Subject Details
Dept     : MECH
Sem      : 1
Regul    : 2023
Faculty : V.SANDHYA
phone  : NIL
E-mail  : sandhyav.snsctmaths@gmail.com
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Announcements

  • Question Bank

    Dear Students the Question Bank has been uploaded for the following topics:
    SET A,
    SET B

  • Lecture Notes

    Dear Students the Lecture Notes has been uploaded for the following topics:
    Partial derivatives,
    Partial derivatives,
    Homogeneous functions and Euler’s theorem,
    Jacobians,
    Taylor’s Expansion,
    Applications: Maxima and minima of functions of two variables,
    Lagrange’s Method of undetermined Multipliers,
    Lagrange’s of undetermined Multipliers

  • Resource Link

    Dear Students the Resource Link has been uploaded for the following topics:
    Quadratic form to Canonical form
    Radius of Curvature
    Centre of curvature and circle of curvature
    Volume of solids
    Change of order of integration
    Double integrals
    Maxima and minima
    Jacobians
    Partial derivatives
    Evolutes
    Stretching of an elastic membrane.

  • Lecture Notes

    Dear Students the Lecture Notes has been uploaded for the following topics:
    Double integration (Cartesian Coordinates),
    Double integration (Cartesian Coordinates),
    Change of order of integration,
    Applications of double integral(Area),
    Triple Integration(Cartesian Coordinates),
    Applications: Volume of solids

  • Announcement

    Be prepare for your Exams.All the very Best

  • Announcement

    Be prepare for your Exams.All the very Best

  • Announcement

    Be prepare for your Exams.All the very Best

  • Announcement

    Be prepare for your Exams.All the very Best

  • Announcement

    Be prepare for your Exams.All the very Best

  • Announcement

    Be prepare for your Exams.All the very Best

  • Question Bank

    Dear Students the Question Bank has been uploaded for the following topics:
    PART A,
    PART B

  • Resource Link

    Dear Students the Resource Link has been uploaded for the following topics:
    Properties of Eigen Valua and Eigen Vector
    Diagonalization of Real Symmentric matrix
    leslie Matrix
    Quadratic for to Cannonical form
    Cayley Hamilton Theorem

  • Youtube Video

    Dear Students the Youtube Video has been uploaded for the following topics:
    Eigen values and Eigen vectors
    Properties of Eigen Valua and Eigen Vector
    https://youtu.be/9nqTOoRO5Ew
    Cayley Hamilton Theorem
    euiuiui

  • Assignment

    Assignment topic is Eigen values and Eigen vectors,Diagonalization,Quadratic form to Canonical form. and due date is .

  • Assignment

    Assignment topic is Eigen values and Eigen vectors,Diagonalization,Quadratic form to Canonical form. and due date is 08-11-2023.

  • Assignment

    Assignment topic is Eigen values and Eigen vectors,Diagonalization,Quadratic form to Canonical form and due date is .

  • Puzzles

    Dear Students the Puzzles has been uploaded for the following topics:
    Eigen values and Eigen vectors of a real matrix,
    Diagonalization of a real symmetric matrix,
    Math Puzzles

  • Lecture Notes

    Dear Students the Lecture Notes has been uploaded for the following topics:
    Eigen values and Eigen vectors of a real matrixe,
    Eigen values and Eigen vectors of a real matrix,
    Properties of Eigen values and Eigen vectors,
    Cayley Hamilton Theorem (statement only)-Problems,
    Eigen value problems arising from population models( Leslie model),
    Diagonalization of a real symmetric matrix,
    Quadratic form,
    Canonical form,
    Nature of the quadratic form,
    Reduction of quadratic form to canonical form by orthogonal transformation,
    Curvature,
    Radius of curvature ,
    Centre of curvature ,
    Circle of Curvature,
    Evolutes ,
    Envelopes