MP4 | Video: h264, 1280x720 | Audio: AAC, 48 KHz, 2 Ch
Genre: eLearning | Language: English | Duration: 12 hours | Size: 6.87 GB
Calculus 2 & 3 through animation,explanations,plenty of solved examples to help you in exam
What you'll learn
INTEGRATION; Introduction to integration, Definite integral, Indefinite integral, U-substitution, Integration by parts
DIFFERENTIAL EQUATIONS; Introduction to differentiation, Linear, Bernoulli's, Homogeneous & Non-homogeneous, Maxima and Minima, Separable, Partial
VECTOR CALCULUS; Introduction to Scalar and Vector, Unit normal vector, Gradient, Divergence, Directional derivative, Solenoidal , Curl, Irrotational, Line integral, Surface integral, Green's Theorem, Stoke's Theorem, Gauss-Divergence Theorem
Langrange's Mean Value Theorem, Newton Raphson Method, Newton's Difference Interpolation Method (Forward, Backward and Central), Runge-Kutta Method, Taylor Series, Maclaurin Series, Fourier Series
Requirements
Be able to know basics of Calculus, algebra, trigonometry
Description
Learn Calculus 2 & 3 through animation. The course includes videos explanation with plenty of relevant solved examples and. The lectures are appealing, fancy (graphic designing), fast and take less time to walk you through the whole lecture. A prefect choice for students who feel boredom watching long lectures. So join me here and do it in a quick and easy way. This course covers the below list of topics:
Introduction to integration
Important formulas of integration
Definite integral equations
Indefinite integral equations
U-substitution method
Integration by parts
Introduction to differentiation
Linear differential equations
Bernoulli's differential equations
Homogeneous differential equations
Non homogeneous differential equations
Mixima & Minima differential equations
Separable differential equations
Partial differential equations
Scalar
Vector
Unit normal vector
Gradient
Divergence
Directional derivative
Solenoidal
Curl
Irrotational
Line integral
Surface integral
Green's Theorem
Stoke's Theorem
Gauss-Divergence Theorem
Langrange's Mean Value Theorem
Newton Raphson Method
Newton's Difference Interpolation Method [Finite-Difference Calculus]
Newton's Forward Difference Interpolation Method
Newton's Backward Difference Interpolation Method
Newton's Central Difference Interpolation Method
Runge-Kutta Method
Taylor Series
Maclaurin Series
Fourier Series
Who this course is for:
Beginner to Advanced
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