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| 1. Definition, mathematical representation and notations of differential equation.mp4 |
53.62Мб |
| 1. Definition of Taylor Series and its formula.mp4 |
24.98Мб |
| 1. How and where we use applications of calculus 2 & 3 in daily life.mp4 |
20.38Мб |
| 1. Introduction.mp4 |
13.83Мб |
| 1. Introduction to 2nd order homogeneous equation and check how it looks like.mp4 |
36.47Мб |
| 1. Introduction to difference interpolation method.mp4 |
109.31Мб |
| 1. Introduction to Divergence with the physical interpretation.mp4 |
64.08Мб |
| 1. Introduction to Fourier Series and how it can be represented mathematically.mp4 |
37.82Мб |
| 1. Introduction to Gauss-Divergence Theorem and how its equation looks like.mp4 |
23.59Мб |
| 1. Introduction to Green's Theorem.mp4 |
31.39Мб |
| 1. Introduction to Irrotational.mp4 |
6.75Мб |
| 1. Introduction to ist order homogeneous differential equation, how it looks like.mp4 |
24.39Мб |
| 1. Introduction to Laplace transform.mp4 |
15.63Мб |
| 1. Introduction to line integral mathematically and graphically.mp4 |
24.53Мб |
| 1. Introduction to Newton's Raphson Method.mp4 |
35.75Мб |
| 1. Introduction to partial differential equation, mathematically and graphically.mp4 |
36.44Мб |
| 1. Introduction to Runge-Kutta Method and how it looks like mathematically.mp4 |
28.88Мб |
| 1. Introduction to Stoke's Theorem, how it behaves mathematically and graphically.mp4 |
24.30Мб |
| 1. Introduction to the linear differential equation and how it looks like.mp4 |
31.27Мб |
| 1. Learn about unit normal vector mathematically and geometrically.mp4 |
16.87Мб |
| 1. Learn how to separate the variables of the given function.mp4 |
13.59Мб |
| 1. List of some formulas for integration.mp4 |
83.09Мб |
| 1. Solve some algebraic, fractional and root functions by U-substitution method.mp4 |
102.94Мб |
| 1. Total 11 Ebooks, What they carry and what will be achieved from the ebooks.mp4 |
14.65Мб |
| 1. What's mean by Solenoidal and know it geometrically.mp4 |
19.30Мб |
| 1. What is bernoulli's differential equation and how it looks like mathematically.mp4 |
24.94Мб |
| 1. What is Curl and what are its physical interpretations.mp4 |
23.05Мб |
| 1. What is definite integral and how it looks like graphically.mp4 |
15.80Мб |
| 1. What is directional derivative.mp4 |
15.38Мб |
| 1. What is Gradient understand it mathematically and geometrically.mp4 |
17.67Мб |
| 1. What is Indefinite integral equation.mp4 |
4.09Мб |
| 1. What is Lagrange's Mean Value Theorem and understand it graphically.mp4 |
47.21Мб |
| 1. What is Laplace Transform and how it is represented mathematically.mp4 |
51.24Мб |
| 1. What is mean by integration by parts.mp4 |
11.89Мб |
| 1. What is mean by mixima and minima equation of a single variable.mp4 |
51.89Мб |
| 1. What is Surface Integral.mp4 |
11.69Мб |
| 1. What is vector Learn about vector mathematically and graphically.mp4 |
20.66Мб |
| 10. Applications of indefinite integral, where and how it is used in daily life.mp4 |
33.01Мб |
| 10. Ebook 9(63 PagesLineSurface integral,Stoke's,Gauss-Divergence,Green's theorem.html |
136б |
| 10. Find the Fourier series of an Even function defined in interval [-,].mp4 |
58.10Мб |
| 10. Find the Inverse Laplace of f(x), which is the product of two sub functions.mp4 |
25.29Мб |
| 10. Find the Laplace of the product of first and second elementary functions.mp4 |
32.51Мб |
| 10. Solve a problem using Newton's Central difference interpolation method.mp4 |
0б |
| 10. Solve the product of multi functions by parts with inverse trig function as well.mp4 |
30.25Мб |
| 11.1 Calculus ebook 10.pdf |
813.50Кб |
| 11. Ebook 10 (41 Pages) Laplace transform and Inverse Laplace transform.html |
54б |
| 11. Find the half range sine Fourier series in interval [0,].mp4 |
38.80Мб |
| 11. Find the velocity of a DC motor using indefinite integral equation.mp4 |
17.43Мб |
| 11. Inverse Laplace Transform of a function using partial fraction method.mp4 |
26.64Мб |
| 11. Laplace of the product of first and fourth elementary functions.mp4 |
25.55Мб |
| 11. Solve the integrals of the product of multi functions with a cubic function.mp4 |
34.92Мб |
| 12. Ebook 11 (65 Pages) Applications of Calculus in daily life.html |
136б |
| 12. Find the displacement of a bullet from a rifle using indefinite integral.mp4 |
23.72Мб |
| 12. Find the half range cosine Fourier series in interval [0,].mp4 |
44.31Мб |
| 12. Laplace of the product of first and third elementary functions.mp4 |
26.36Мб |
| 13. Find the current in a radio circuit using indefinite integral equation.mp4 |
10.23Мб |
| 13. Find the Full range Fourier series of a function in interval [0,2].mp4 |
58.89Мб |
| 13. Laplace of the product of second and third elementary functions.mp4 |
20.37Мб |
| 14. Calculate the area of a space under the curve using Definite integral equation.mp4 |
16.26Мб |
| 14. Find the Full range Fourier series of a function in interval [0,2L].mp4 |
57.85Мб |
| 14. Laplace of the product of second and fourth elementary functions.mp4 |
17.35Мб |
| 15. Find the Laplace of the addition of multi functions.mp4 |
34.30Мб |
| 15. Find the no. of bedbugs in millions using definite integral equation.mp4 |
22.92Мб |
| 16. Calculate the average manufacturing cost per day using definite integral.mp4 |
10.86Мб |
| 16. Find the Laplace of the addition of some more multi functions.mp4 |
38.21Мб |
| 17. A person shares money, how much he will get in 10 years using definite integral.mp4 |
10.86Мб |
| 18. Estimate the no. of people in a festival using Newton's interpolation method.mp4 |
29.94Мб |
| 2. Apply Stoke's Theorem on a rectangular area if vector F is given.mp4 |
32.29Мб |
| 2. Apply the Gauss-Divergence Theorem on a cylindrical volume.mp4 |
36.96Мб |
| 2. Calculate for the unit normal vector of the given surface with coordinate points.mp4 |
24.82Мб |
| 2. Definition of integration and understand it graphically.mp4 |
18.17Мб |
| 2. Different formulas of Green's Theorem in different planes.mp4 |
21.38Мб |
| 2. Ebook 1 (70 Pages) Differentiation,Linear, Bernoulli's, Homo &non homogeneous.html |
136б |
| 2. Elementary functions of Laplace Transform.mp4 |
28.22Мб |
| 2. Evaluate the line integral of a rectangular area if vector F is given.mp4 |
94.35Мб |
| 2. Find the directional derivative of a given surface with the coordinate points.mp4 |
29.83Мб |
| 2. Find the gradient of the given surface of a body.mp4 |
12.83Мб |
| 2. Graphical and Mathematical representation of Surface Integral.mp4 |
44.15Мб |
| 2. How mathematical models are built using differential equations.mp4 |
18.06Мб |
| 2. How vector differentiation takes place ordinary and partially.mp4 |
20.20Мб |
| 2. Indefinite integral of some exponential functions.mp4 |
70.14Мб |
| 2. Introduction to Newton's Forward difference interpolation method.mp4 |
21.90Мб |
| 2. Inverse Laplace of some functions in s-domain to get their real forms back.mp4 |
33.10Мб |
| 2. Learn how to solve an indefinite integral equation.mp4 |
4.72Мб |
| 2. Orders of the differential equations.mp4 |
14.84Мб |
| 2. Partial differential equation vs Ordinary differential equations.mp4 |
12.82Мб |
| 2. Procedure of three steps only to solve a function using Newton's Raphson method.mp4 |
44.46Мб |
| 2. Procedure to find the Curl.mp4 |
16.70Мб |
| 2. Procedure to solve a bernoull's differential equation.mp4 |
21.19Мб |
| 2. Procedure to solve the 2nd order homogeneous differential equation.mp4 |
45.79Мб |
| 2. Prove that vector F is irrotational.mp4 |
26.65Мб |
| 2. Prove that vector F is Solenoidal if vector F is given.mp4 |
18.90Мб |
| 2. Rules of definite integral equations.mp4 |
35.37Мб |
| 2. Solution of some tutorials to understand the separation of the variables.mp4 |
23.98Мб |
| 2. Solve a function under Taylor series for the function of one variable.mp4 |
102.36Мб |
| 2. Solve a problem and prove that Lagrange's Mean Value Theorem is verified.mp4 |
29.82Мб |
| 2. Solve a problem in one step size using 4th ordered Runge-Kutta Method.mp4 |
57.05Мб |
| 2. Solve the divergence if vector F is given.mp4 |
18.78Мб |
| 2. Steps to solve the Maxima and Minima differential equation with graphs.mp4 |
0б |
| 2. Techniques to solve the indefinite integration by parts.mp4 |
40.35Мб |
| 2. The graph of a linear equation is always a straight line, how let's do it.mp4 |
11.48Мб |
| 2. Try a test to check that whether it's ist a order homogeneous equation or not.mp4 |
19.46Мб |
| 2. Understand Fourier series from one daily life example.mp4 |
44.00Мб |
| 3. Calculate for the Curl if vector F is given at certain coordinate points.mp4 |
20.32Мб |
| 3. Calculate the area under the curve using Riemann sum method and integration.mp4 |
31.29Мб |
| 3. Calculate the unit normal vector if the surface is given at specific points.mp4 |
25.43Мб |
| 3. Data points table of the Newton's Forward difference interpolation method.mp4 |
0б |
| 3. Determine the root up to three decimal places using Newton's Raphson method.mp4 |
35.98Мб |
| 3. Ebook 2 (70 Pages) Lagrange's,Partial,Separable, Exact,Inverse,Maxima & Minima.html |
136б |
| 3. Evaluate the function using Green's Theorem,where is C is closed path.mp4 |
65.12Мб |
| 3. Evaluate the line integral of a circle located in XY plane if vector F is given.mp4 |
49.67Мб |
| 3. Find the directional derivative if the surface is given with coordinate points.mp4 |
21.25Мб |
| 3. Find the gradient of a body surface at the given coordinate points.mp4 |
16.84Мб |
| 3. Find the integration of some basic integral functions.mp4 |
20.18Мб |
| 3. Find the Laplace of first elementary functions and prove that LHS = RHS.mp4 |
47.42Мб |
| 3. How many children will be fed by polio drops using ordinary diff equation.mp4 |
66.14Мб |
| 3. If vector F is given. Prove that it is irrotational.mp4 |
21.55Мб |
| 3. If vector F is given. Prove that it is Solenoidal.mp4 |
14.84Мб |
| 3. Indefinite integral of some some trigonometric functions.mp4 |
101.31Мб |
| 3. Inverse Laplace of functions in s-domain to get them back in exponential forms.mp4 |
19.36Мб |
| 3. Learn how to use the two techniques of integration by parts.mp4 |
51.93Мб |
| 3. Learn the procedure to solve a first order homogeneous differential equation.mp4 |
19.38Мб |
| 3. Learn two different procedures to the bernoulli's differential equation.mp4 |
74.63Мб |
| 3. Order and Power of a differential equation.mp4 |
36.12Мб |
| 3. Problem Evaluate the Surface Integral where the surface lies in first octane.mp4 |
95.76Мб |
| 3. Procedure to solve the partial differential equation.mp4 |
19.23Мб |
| 3. Solve 2nd order homogeneous equation applying realcomplex root expressions.mp4 |
54.85Мб |
| 3. Solve a function under Taylor series for the function of two variables.mp4 |
38.32Мб |
| 3. Solve another problem in two step size using 4th ordered Runge-Kutta Method.mp4 |
99.43Мб |
| 3. Solve a numerical of the Mixima and Minima differential equation of one variable.mp4 |
0б |
| 3. Solve the divergence of the vector F at the given coordinate points.mp4 |
22.75Мб |
| 3. Some important conditions of the linear differential equation.mp4 |
24.62Мб |
| 3. Some prerequisites before to dig further in Fourier series.mp4 |
32.73Мб |
| 3. Types of definite integral equations.mp4 |
52.12Мб |
| 3. Verify Stoke's Theorem and prove that LHS(Line integral)=RHS(Surface integral).mp4 |
101.83Мб |
| 3. Verify the Gauss- Theorem applying on cylindrical volume and prove that LHS=RHS.mp4 |
113.69Мб |
| 3. What is Scalar Learn about scalar mathematically and graphically.mp4 |
17.61Мб |
| 4. Calculate the divergence if the vector F is given at coordinates.mp4 |
17.26Мб |
| 4. Coefficients of Fourier series and derivation of their respective formulas.mp4 |
67.81Мб |
| 4. Definition of Maclaurin Series and its formula.mp4 |
31.24Мб |
| 4. Ebook 3 (64 Pages) Integration, Indefinite,U-substitution, Integration by parts.html |
136б |
| 4. Find the directional derivative of a body surface at specific coordinates.mp4 |
20.88Мб |
| 4. Find the gradient of one more surface if the coordinate points are given.mp4 |
15.15Мб |
| 4. Find the integration of single definite integral equation.mp4 |
7.27Мб |
| 4. Find the inverse Laplace of a function to get sin3x.mp4 |
9.08Мб |
| 4. Find the Laplace of second elementary functions and prove that LHS = RHS.mp4 |
50.13Мб |
| 4. How much red colored beverage will be in the tank after 8 minutes applying ODE.mp4 |
60.15Мб |
| 4. If vector F is Irrotational, than find the values of a , b and c.mp4 |
25.18Мб |
| 4. If vector F is Solenoidal, than find the value of 'a'.mp4 |
18.96Мб |
| 4. Indefinite Integration of the product of algebraic & exponential by parts.mp4 |
59.16Мб |
| 4. Integration is the opposite of differentiation, how.mp4 |
9.82Мб |
| 4. Integration of some indefinite integral functions separating their terms.mp4 |
44.57Мб |
| 4. Introduction to 2nd order Non homogeneous and check how its equation looks like.mp4 |
20.79Мб |
| 4. Orders of the differential equations.mp4 |
20.13Мб |
| 4. Solution of one more numerical of bernoulli's differential equation.mp4 |
39.85Мб |
| 4. Solutions of some problems of ist order homogeneous differential equations.mp4 |
58.24Мб |
| 4. Solve a problem using Newton's Forward difference interpolation method.mp4 |
0б |
| 4. Solve some equations using partial differentiation.mp4 |
53.17Мб |
| 4. Two main types of differential equations.mp4 |
34.36Мб |
| 4. What is mean by mixima and minima equation of two variables.mp4 |
29.29Мб |
| 5. Calculate how long will it take to bring the temperature down to 40 degrees.mp4 |
50.24Мб |
| 5. Ebook 4 (56 Pages) Definite integral,Rules,single,double and triple integrals.html |
136б |
| 5. Find the inverse Laplace of a function to get cos5x.mp4 |
10.07Мб |
| 5. Find the Laplace of 3rd elementary functions and prove that LHS = RHS.mp4 |
62.42Мб |
| 5. Formula of Fourier series if the function is defined in interval[-L,L] or [0,2L].mp4 |
37.25Мб |
| 5. Indefinite Integration of the product of a constant & logarithmic by parts.mp4 |
29.28Мб |
| 5. Integration of double definite integral equations.mp4 |
44.04Мб |
| 5. Integration of some indefinite integral exponential functions.mp4 |
42.87Мб |
| 5. Introduction to Newton's Backward difference interpolation method.mp4 |
0б |
| 5. Learn how to solve 2nd order non homogeneous equation in five steps.mp4 |
151.41Мб |
| 5. Learn the procedure to solve a linear differential equation in just two steps.mp4 |
13.20Мб |
| 5. Solve a function under Maclaurin Series for the function of one variable.mp4 |
26.67Мб |
| 5. Steps to solve the Maxima and Minima differential equation with variables.mp4 |
0б |
| 6. Calculate the population of a village using Ordinary differential equation.mp4 |
52.14Мб |
| 6. Data points table of the Newton's Backward difference interpolation method.mp4 |
0б |
| 6. Ebook 5 (51 Pages) Newton's Raphson, Runge-Kutta, Newton's Interpolation.html |
136б |
| 6. Find the inverse Laplace of a function to get sinh(4x).mp4 |
9.22Мб |
| 6. Find the Laplace of fourth elementary functions and prove that LHS = RHS.mp4 |
58.91Мб |
| 6. General concept of Even and Odd functions, how to know the evenodd functions.mp4 |
84.33Мб |
| 6. Indefinite integral of fractional, rational and trigonometric functions.mp4 |
67.99Мб |
| 6. Indefinite Integration of the product of algebraic & trig functions by parts.mp4 |
64.75Мб |
| 6. Integration of triple definite integral equations.mp4 |
64.61Мб |
| 6. Solution of a maxima & minima differential equation carrying two variables.mp4 |
0б |
| 6. Solution of the numerical of some linear differential equations.mp4 |
63.37Мб |
| 6. Solve one more example of 2nd order non homogeneous differential equation.mp4 |
63.14Мб |
| 7. Ebook 6 (35 Pages) Taylor Series and Maclaurin Series.html |
136б |
| 7. Even and Odd functions of Fourier Series.mp4 |
49.03Мб |
| 7. Find the current in an electrical circuit using Ordinary differential equation.mp4 |
28.13Мб |
| 7. Find the inverse Laplace of a function to get cosh(6x).mp4 |
9.69Мб |
| 7. Find the Laplace of fifth elementary functions and prove that LHS = RHS.mp4 |
49.40Мб |
| 7. Solve a problem using Newton's Backward difference interpolation method.mp4 |
0б |
| 7. Solve the product of three functions using substitution method.mp4 |
20.67Мб |
| 8. Ebook 7 (60 Pages) Fourier Series.html |
136б |
| 8. Find the displacement of a water bucket using 2nd order homogeneous equation.mp4 |
51.77Мб |
| 8. Find the Inverse Laplace of f(x), which is the product of two sub functions.mp4 |
26.70Мб |
| 8. Find the Laplace of sixth elementary functions and prove that LHS = RHS.mp4 |
48.73Мб |
| 8. Half range and Full range sine and cosine Fourier series.mp4 |
35.80Мб |
| 8. Introduction to Newton's Central difference interpolation method.mp4 |
33.93Мб |
| 8. Solve the addition of two indefinite integrals using integration by parts.mp4 |
28.78Мб |
| 9. Data points table of the Newton's Central difference interpolation method.mp4 |
0б |
| 9. Ebook 8 (55 Pages) Vector Calculus full course.html |
136б |
| 9. Find the displacement of a luggage using 2nd order homogeneous diff equation.mp4 |
47.84Мб |
| 9. Find the Fourier series of an Odd function defined in interval [-,].mp4 |
63.50Мб |
| 9. Find the Inverse Laplace of f(x), which is the product of two sub functions.mp4 |
20.91Мб |
| 9. Find the Laplace of the production of two functions.mp4 |
52.30Мб |
| 9. Solve the addition of two indefinite integrals using integration by parts.mp4 |
23.69Мб |
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116б |
| Download Paid Udemy Courses For Free.url |
116б |
| Download Paid Udemy Courses For Free.url |
116б |
| Download Paid Udemy Courses For Free.url |
116б |
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116б |
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116б |
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116б |
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116б |
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182б |
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182б |
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182б |
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182б |