CHAITANYA BHARATHI INSTITUTE OF TECHNOLOGY (A)
  • E3 - Mathematics-I -I-2020-21(R-20)
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  • Course data
    General
    Announcements
    Assignment-1
    Slip test
    ASSIGNMENT-2
    Assignment-3
    Slip Test-2
    calculus quetion bank
    Slip Test-3
    Topic 1
    INTRODUCTION
    RANK OF MATRIX
    SYSTEM OF HOMOGENEOUS EQUATION
    SYSTEM OF NON HOMOGENEOUS EQUATION
    SYSTEM OF NON HOMOGENEOUS EQUATION
    L.I AND L.D VECTORS
    Eigen Values
    CAYLEY HEMILTONS THEOREM
    EIGEN VECTORS
    QUADRATIC FORM
    CANONICAL FORM
    MATRICES
    Q F3
    Topic 2
    INTRODUCTION MEAN VALUE THEOREMS
    1st unit revision
    ROLES MEAN VALUE THEOREM
    MEAN VALUE THEOREMS
    UNIT II,CALCULUS
    Evolute
    Topic 3
    UNIT-3 INTRODUCTION
    Partial Differentiation
    Chain rule of differentiation
    JACOBIAN
    unit-3
    stationary point
    MAXIMUM AND MINIMUM
    STATIONARY VALUE
    TAYLOR EXPANTION
    Maximum and Minimum of two variables, Taylor series method
    Topic 4
    SEQUENCES
    SERIES
    COMPARISN TEST
    root test
    RATIO TEST
    ALTERNATING SERIES
    P0SITIVE SERIESES
    SERIES 10.30-11.39 01.02.2021
    Root test 11.40-12.40 03.02.2021
    ALTERNATING SERIES
    TAYLORS EXPANSSION 10.30-11.30 29.01.2021
    unit-4 notes
    Topic 5
    FOURIER SERIES INTRODUCTION
    DISCONTINUITY FUNCTIONS F.S
    F.S OF DISCONTINUTY FUNCTIONS
    HALF RANGE FOURIER SERIES
    unit-5 notes
    HALF RANGE F. S IN (0,C)
    f.s on (-l,l)
    Fourier series 1
    Fourier series 2
    fourier series3
    fourier series and its applications in practical Harmonic analysis.
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    E3 - Mathematics-I -I-2020-21(R-20)
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    3. Electronics and Communications Engineering
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    5. Academic Year 2020-21
    6. I Semester
    7. E3 - Mathematics-I -I-2020-21(R-20)
    8. Summary

    E3 - Mathematics-I -I-2020-21(R-20)

    • Teacher: Dr. A. Padma Assistant Professor
    Skill Level: Beginner

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