## Calculus 2 & 3 through animation,explanations,plenty of solved examples to help you in exam

Learn Calculus

What you’ll learn

• DIFFERENTIATION: Introduction, Partial equations,Maxima and Minima,Separable equations,Linear equations,Homo and Nonhomogeneous differentiation and Bernoulli’s differential equations
• INTEGRATION: What is Integral equations, Integral equations,Integration by Parts, Definite & Indefinite Integral equations, Integral equations U-substitution
• MULTI VARIABLE CALCULUS: Vector, Scalar, Vector Differentiation, Curl, Directional Derivative, Divergence, Gradient, Irrotational, Solenoidal
• MULTI VARIABLE CALCULUS: Multi integral functions, Line Integral, Surface Integral, Green’s theorem, Stoke’s theorem 1, Gauss-Divergence Theorem
• DIFFERENCE METHODS: Newton’s Difference Interpolation Method, Newton’s Forward Difference Interpolation, Newton’s backward difference interpolation method, Newton’s Stirling Centeral Difference Interpolation,
• NEWTON’S METHODS: Newton’s Raphson Method, Runge-Kutta Method
• SERIES: Taylor’s Series, Maclaurin Series, Fourier series
• TRANSFORMS: Laplace Transform, Inverse Laplace Transform
• APPLICATIONS of Calculus in daily life

Requirements

• Be able to know basics of Calculus

#### Description – Learn Calculus

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
• 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
• Laplace Transform
• Inverse Laplace Transform
• Application of Calculus
• ebooks