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Applied Maths-I
(3 Subject Bundle Engg. Mech & B.E.E.)

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₹29,999.00 per year
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Unlimited Duration

Last Updated

May 6, 2024

Students Enrolled

32

Total Video Time

22 hours, 13 minutes

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digivion

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Course Currilcum

    • Introduction of the subject ( Professor) 00:01:00
    • Introduction of the module 00:07:00
    • Review of complex number (Basic Theory) 00:15:00
    • Problem based on complex number(Solution of problem 1 ) 00:17:00
    • Problem based on complex number(Solution of problem 2 ) 00:05:00
    • Problem based on complex number(Solution of problem 3 ) 00:02:00
    • Problem based on complex number(Solution of problem 4 ) 00:03:00
    • Problem based on complex number(Solution of problem 5 ) 00:05:00
    • Problem based on complex number(Solution of problem 6 ) 00:05:00
    • Problem based on complex number(Solution of problem 7 )Add ons 00:05:00
    • Problem based on complex number(Solution of problem 8)Add ons 00:02:00
    • Problem based on complex number(Solution of problem 9 )Add ons 00:02:00
    • Problem based on complex number(Solution of problem 10 )Add ons 00:05:00
    • Problem based on complex number(Solution of problem 11 )Add ons 00:05:00
    • Assignment 1 00:04:00
    • Review of Statement of D’Moivre’s Theorem (Basic Theory) 00:08:00
    • Problem based on D Moivre Theroem(Solution of problem 1 ) 00:03:00
    • Problem based on D Moivre Theroem(Solution of problem 2) 00:08:00
    • Problem based on D Moivre Theroem(Solution of problem 3 ) 00:03:00
    • Problem based on D Moivre Theroem(Solution of problem 4 ) 00:10:00
    • Problem based on D Moivre Theroem(Solution of problem 5 ) 00:04:00
    • Problem based on D Moivre Theroem(Solution of problem 6 ) 00:05:00
    • Problem based on D Moivre Theroem(Solution of problem 7 ) 00:11:00
    • Problem based on D Moivre Theroem(Solution of problem 8 ) 00:08:00
    • Problem based on D Moivre Theroem(Solution of problem 9 ) 00:03:00
    • Problem based on D Moivre Theroem(Solution of problem 10 ) 00:03:00
    • Problem based on D Moivre Theroem(Solution of problem 11 ) 00:04:00
    • Assignment 2 00:07:00
    • Tutorial 1 00:07:00
    • Introduction of module 2 00:05:00
    • Review on Hyperbolic functions (Basic Theory) 00:22:00
    • Problem based on Hyperbolic Function (Solution of problem 1 ) 00:05:00
    • Problem based on Hyperbolic Function(Solution of problem 2 ) 00:07:00
    • Problem based on Hyperbolic Function(Solution of problem 3 ) 00:04:00
    • Problem based on Hyperbolic Function(Solution of problem 4 ) 00:01:00
    • Problem based on Hyperbolic Function(Solution of problem 5 ) 00:04:00
    • Problem based on Hyperbolic Function(Solution of problem 6 ) 00:04:00
    • Problem based on Hyperbolic Function(Solution of problem 7 ) 00:02:00
    • Problem based on Hyperbolic Function(Solution of problem 8 ) 00:04:00
    • Problem based on Hyperbolic Function(Solution of problem 9 ) 00:04:00
    • Problem based on Hyperbolic Function(Solution of problem 10 ) 00:04:00
    • Assignment 3 00:08:00
    • Tutorial 2 00:02:00
    • Review on Inverse Circular and Inverse Hyperbolic functions (Basic Theory) 00:03:00
    • Review on Logarithamic Functions (Basic Theory) 00:05:00
    • Problem based on Logarithamic Functions(Solution of problem 1 ) 00:04:00
    • Problem based on Logarithamic Functions(Solution of problem 2 ) 00:05:00
    • Problem based on Logarithamic Functions(Solution of problem 3 ) 00:05:00
    • Problem based on Logarithamic Functions(Solution of problem 4 ) 00:06:00
    • Problem based on Logarithamic Functions(Solution of problem 5 ) 00:09:00
    • Problem based on Logarithamic Functions(Solution of problem 6 ) 00:04:00
    • Problem based on Logarithamic Functions(Solution of problem 7 ) 00:02:00
    • Problem based on Logarithamic Functions(Solution of problem 8 ) 00:02:00
    • Problem based on Logarithamic Functions(Solution of problem 9 ) 00:03:00
    • Problem based on Logarithamic Functions(Solution of problem 10 ) 00:05:00
    • Problem based on Hyperbolic Function(Solution of problem 11 ) Add ons 00:03:00
    • Problem based on Hyperbolic Function(Solution of problem 12 ) Add ons 00:04:00
    • Problem based on Hyperbolic Function (Solution of problem 13 ) Add ons 00:01:00
    • Problem based on Inverse Circular and Inverse Hyperbolic functions (Solution of problem 14 ) Add ons 00:05:00
    • Problem based on Logarithamic Functions (Solution of problem 15 ) Add ons 00:04:00
    • Assignment 4 00:10:00
    • Tutorial 3 00:05:00
    • Introduction of module 3 00:05:00
    • Review on Partial Differentiation (Basic Theory) 00:06:00
    • Problem based on Partial Differentiation (Solution of problem 1 ) 00:05:00
    • Problem based on Partial Differentiation (Solution of problem 2 ) 00:04:00
    • Problem based on Partial Differentiation (Solution of problem 3 ) 00:08:00
    • Problem based on Partial Differentiation (Solution of problem 4 ) 00:06:00
    • Problem based on Partial Differentiation (Solution of problem 5 ) 00:03:00
    • Problem based on Partial Differentiation (Solution of problem 6 ) 00:03:00
    • Assignment 5 00:05:00
    • Review on Composite Functions (Basic Theory) 00:03:00
    • Problem based on Composite Functions (Solution of problem 1 ) 00:09:00
    • Problem based on Composite Functions (Solution of problem 2 ) 00:05:00
    • Problem based on Composite Functions (Solution of problem 3 ) 00:03:00
    • Problem based on Composite Functions (Solution of problem 4 ) 00:06:00
    • Assignment 6 00:05:00
    • Review on Homogeneous Functions (Basic Theory) 00:11:00
    • Problem based on Homogeneous Functions (Solution of problem 1 ) 00:03:00
    • Problem based on Homogeneous Functions (Solution of problem 2 ) 00:04:00
    • Problem based on Homogeneous Functions (Solution of problem 3 ) 00:04:00
    • Problem based on Homogeneous Functions (Solution of problem 4 ) 00:06:00
    • Problem based on Homogeneous Functions (Solution of problem 5 ) 00:02:00
    • Problem based on Partial Differentiation (Solution of problem 7 ) ( Add ons1) 00:04:00
    • Problem based on Partial Differentiation (Solution of problem 8 ) ( Add ons1) 00:03:00
    • Problem based on Partial Differentiation (Solution of problem 9 ) ( Add ons1) 00:03:00
    • Problem based on Partial Differentiation (Solution of problem 10 ) ( Add ons1) 00:06:00
    • Problem based on Composite Functions (Solution of problem 5 ) ( Add ons2) 00:03:00
    • Problem based on Composite Functions (Solution of problem 6 ) ( Add ons2) 00:06:00
    • Problem based on Homogeneous Functions (Solution of problem 6 ) ( Add ons3) 00:08:00
    • Problem based on Homogeneous Functions (Solution of problem 7 ) ( Add ons3) 00:09:00
    • Assignment 7 00:06:00
    • Tutorial 4 00:07:00
    • Introduction of module Maxima and Minima 00:02:00
    • Review on Maximum and minimum value of a two Variable 00:07:00
    • Problem based on Maximum and minimum value of a two Variable (Solution of problem 1 ) 00:12:00
    • Problem based on Maximum and minimum value of a two Variable (Solution of problem 2 ) 00:09:00
    • Problem based on Maximum and minimum value of a two Variable (Solution of problem 3 ) 00:08:00
    • Review on Lagranges method of undetermined multipliers 00:04:00
    • Problem based on Lagranges method of undetermined multipliers (Solution of problem 1 ) 00:06:00
    • Problem based on Lagranges method of undetermined multipliers (Solution of problem 2 ) 00:05:00
    • Assignment 8 00:04:00
    • Introduction of Jacobian 00:05:00
    • Review on Jacobian 00:05:00
    • Problem based on Jacobian (Solution of problem 1 ) 00:06:00
    • Problem based on Jacobian (Solution of problem 2 ) 00:06:00
    • Problem based on Jacobian (Solution of problem 3 ) 00:02:00
    • Problem based on Jacobian (Solution of problem 4 ) 00:03:00
    • Problem based on Jacobian (Solution of problem 5 ) 00:04:00
    • Problem based on Maximum and minimum value of a two Variable (Solution of problem 4 ) ( Add ons) 00:09:00
    • Problem based on Maximum and minimum value of a two Variable (Solution of problem 6 ) ( Add ons) 00:06:00
    • Problem based on Maximum and minimum value of a two Variable (Solution of problem 7 ) ( Add ons) 00:55:00
    • Problem based on Jacobian (Solution of problem 6 )( Add ons) 00:03:00
    • Problem based on Jacobian (Solution of problem 7 )( Add ons) 00:02:00
    • Problem based on Jacobian (Solution of problem 8 )( Add ons) 00:05:00
    • Problem based on Jacobian (Solution of problem 9 )( Add ons) 00:04:00
    • Problem based on Jacobian (Solution of problem 10 )( Add ons) 00:05:00
    • Assignment 9 00:03:00
    • Tutorial 5 00:05:00
    • Introduction of module Successive Differentiation 00:03:00
    • Review on Standard Formulae 00:46:00
    • Problem based on Standard Formulae (Solution of problem 1 ) 00:05:00
    • Problem based on Standard Formulae (Solution of problem 2 ) 00:03:00
    • Problem based on Standard Formulae (Solution of problem 3 ) 00:03:00
    • Problem based on Standard Formulae (Solution of problem 4 ) 00:03:00
    • Problem based on Standard Formulae (Solution of problem 5 ) 00:05:00
    • Assignment 10 00:03:00
    • Review on Leibnitz’s Theorem 00:09:00
    • Problem based on Leibnitz’s Theorem (Solution of problem 1 ) 00:05:00
    • Problem based on Leibnitz’s Theorem (Solution of problem 2 ) 00:06:00
    • Problem based on Leibnitz’s Theorem (Solution of problem 3 ) 00:04:00
    • Problem based on Leibnitz’s Theorem (Solution of problem 4 ) 00:05:00
    • Problem based on Leibnitz’s Theorem (Solution of problem 5 ) 00:04:00
    • Assignment 11 00:03:00
    • Tutorial 6 00:04:00
    • Problem based on Standard Formulae (Solution of problem 6 ) ( Add ons) 00:04:00
    • Problem based on Standard Formulae (Solution of problem 7)( Add ons) 00:03:00
    • Problem based on Standard Formulae (Solution of problem 8 )( Add ons) 00:03:00
    • Problem based on Leibnitz’s Theorem (Solution of problem 6)( Add ons) 00:02:00
    • Problem based on Leibnitz’s Theorem (Solution of problem 7 )( Add ons) 00:04:00
    • Introduction of module 5 00:08:00
    • Review on Matrices 00:16:00
    • Problem based on Matrices (Solution of problem 1 ) 00:07:00
    • Symmetric and skew symmetric matrix and Problem based on matrices ( Solution of problem 2 ) 00:09:00
    • Hermitian and skew Hermitian matrix and Problem based on Matrices (Solution of problem 3 ) 00:11:00
    • Unitary Matrix and Problem based on Matrices (Solution of problem 4 ) 00:04:00
    • Orthogonal matrix and Problem based on Matrices (Solution of problem 5 ) 00:06:00
    • Review on Rank of a Matrices 00:04:00
    • Problem based on Rank of a Matrices(Solution of problem 6 ) 00:15:00
    • Problem based on Rank of a Matrices (Solution of problem 7 ) 00:07:00
    • Assignment 12 00:10:00
    • Tutorial 7 00:07:00
    • Review on Simultaneous Equations 00:09:00
    • Problem based on Simultaneous Equations (Solution of problem 1 ) 00:09:00
    • Problem based on Simultaneous Equations (Solution of problem 2 ) 00:08:00
    • Problem based on Simultaneous Equations (Solution of problem 3 ) 00:08:00
    • Problem based on Simultaneous Equations (Solution of problem 4 ) 00:07:00
    • Problem based on Simultaneous Equations (Solution of problem 5 ) 00:07:00
    • Problem based on Simultaneous Equations (Solution of problem 6 ) 00:06:00
    • Assignment 13 00:09:00
    • Review on Linear Dependent & Linear Independent of Vector 00:09:00
    • Problem based on Linear Dependent & Linear Independent of Vector (Solution of problem 1) 00:10:00
    • Problem based on Linear Dependent & Linear Independent of Vector (Solution of problem 2 ) 00:09:00
    • Assignment 14 00:07:00
    • Tutorial 8 00:06:00
    • Problem based on Matrices (Solution of problem 9 ) ( Add ons ) 00:04:00
    • Problem based on Matrices (Solution of problem 10 ) ( Add ons ) 00:03:00
    • Problem based Rank on Matrices (Solution of problem 1 )( Add ons ) 00:03:00
    • Problem based Rank on Matrices (Solution of problem 2 )( Add ons ) 00:07:00
    • Problem based Rank on Matrices (Solution of problem 3 )( Add ons ) 00:06:00
    • Problem based Rank on Matrices (Solution of problem 4 )( Add ons ) 00:10:00
    • Problem based on Simultaneous Equations (Solution of problem 7 )( Add ons ) 00:07:00
    • Problem based on Simultaneous Equations (Solution of problem 8 )( Add ons ) 00:08:00
    • Problem based on Simultaneous Equations (Solution of problem 9 )( Add ons ) 00:04:00
    • Problem based on Simultaneous Equations (Solution of problem 10 )( Add ons ) 00:08:00
    • Introduction of the module Numerical Methods 00:06:00
    • Solution of Transcedental Equations (Basic Theory) 00:03:00
    • Review on Newton Raphson Method 00:02:00
    • Problem based on Newton Raphson Method (Solution of problem 1 ) 00:06:00
    • Problem based on Newton Raphson Method (Solution of problem 2 ) 00:08:00
    • Review on Regula Falsi Method 00:03:00
    • Problem based on Regula Falsi Method (Solution of problem 1 ) 00:07:00
    • Problem based on Regula Falsi Method (Solution of problem 2 ) 00:06:00
    • Problem based on Regula Falsi Method (Solution of problem 3 ) 00:08:00
    • Assignment 15 00:02:00
    • Review on Gauss-Jacobi iteration Method 00:03:00
    • Problem based on Gauss-Jacobi iteration Method (Solution of problem 1) 00:11:00
    • Problem based on Gauss-Jacobi iteration Method (Solution of problem 2) 00:12:00
    • Review on Gauss-seidel iteration Method 00:03:00
    • Problem based on Gauss-seidel iteration Method (Solution of problem 1) 00:09:00
    • Problem based on Gauss-seidel iteration Method (Solution of problem 2) 00:12:00
    • Assignment 16 00:06:00
    • Tutorial 10 00:05:00
    • Introduction of the module Expansion of Functions 00:04:00
    • Review on Taylor’s Series 00:02:00
    • Problem based on Taylor’s Series (Solution of problem 1 ) 00:04:00
    • Problem based on Taylor’s Series (Solution of problem 2 ) 00:04:00
    • Problem based on Taylor’s Series (Solution of problem 3) 00:03:00
    • Assignment 17 00:04:00
    • Review on Maclaurian’s series 00:15:00
    • Problem based on Maclaurian’s series(Solution of problem 1 ) 00:05:00
    • Problem based on Maclaurian’s series(Solution of problem 2 ) 00:03:00
    • Problem based on Maclaurian’s series(Solution of problem 3 ) 00:03:00
    • Problem based on Maclaurian’s series(Solution of problem 4 ) 00:02:00
    • Problem based on Maclaurian’s series(Solution of problem 5 ) 00:03:00
    • Assignment 18 00:03:00
    • Introduction of Interminate Forms 00:03:00
    • Review on Indeterminate Forms 00:04:00
    • Problem based on Indeterminate Forms (Solution of problem 1 ) 00:03:00
    • Problem based on Indeterminate Forms (Solution of problem 2 ) 00:03:00
    • Problem based on Indeterminate Forms (Solution of problem 3 ) 00:02:00
    • Problem based on Indeterminate Forms (Solution of problem 4 ) 00:02:00
    • Problem based on Indeterminate Forms (Solution of problem 5 ) 00:04:00
    • Problem based on Indeterminate Forms (Solution of problem 6 ) 00:04:00
    • Assignment 19 00:05:00
    • Tutorial 9 00:06:00
    • Problem based on Newton Raphson Method (Solution of problem 3 )(Add ons) 00:08:00
    • Problem based on Gauss-seidel iteration Method (Solution of problem 3)(Add ons) 00:07:00
    • Problem based on Taylor’s Series (Solution of problem 4 )(Add ons) 00:04:00
    • Problem based on Taylor’s Series (Solution of problem 5 )(Add ons) 00:04:00
    • Problem based on Maclaurian’s series(Solution of problem 6 )( add ons) 00:02:00
    • Problem based on Maclaurian’s series(Solution of problem 7)( add ons) 00:03:00
    • Problem based on Maclaurian’s series(Solution of problem 8 )( add ons) 00:05:00
    • Problem based on Maclaurian’s series(Solution of problem 9 )( add ons) 00:02:00
    • Problem based on Maclaurian’s series(Solution of problem 10 )( add ons) 00:04:00
    • Problem based on Maclaurian’s series(Solution of problem 11 )( add ons) 00:03:00
    • Problem based on Indeterminate Forms (Solution of problem 7 )( add ons) 00:03:00
    • Problem based on Indeterminate Forms (Solution of problem 8 )( add ons) 00:03:00
    • Problem based on Indeterminate Forms (Solution of problem 9 )( add ons) 00:03:00
    • Problem based on Indeterminate Forms (Solution of problem 10 )( add ons) 00:05:00
    • Problem based on Indeterminate Forms (Solution of problem 11 )( add ons) 00:05:00

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