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Calculus Masterclass : From Theory to Real World Applications #shorts #calculus
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Are you ready to take your calculus skills to the next level? Introducing the ultimate calculus masterclass course on @udemy : "From Theory to Real World Applications"!
This comprehensive course is designed to take you on a journey from the fundamental concepts of calculus all the way to the practical applications of these theories in the real world. Whether you're a beginner or an advanced learner, this course is perfect for anyone who wants to gain a deeper understanding of calculus and its many uses.
Course contents:
1)Limits Algebraically
2)Visualize Limits Geometrically
3)Continuity and Differentiability
4)Derivative rules and formulas
5)Derivatives Algebraically and Geometrically
6)Application of Derivatives
7) Indefinite Integrals
8) Definite Integrals
9)Integration Techniques
10)Application of Integrals
11) Sequences
12) Series 1
13) Series 2
14) Integral and Comparison Test
15) Taylor Series
16) Application of Series
17) Partial Derivatives
18) Double and Triple Integrals
19) Application of Multiple Integrals
20) Line Integrals
21) Greens Theorem
22) Application of Line Integrals
23) Divergence and Curl
24)Calculus with Parametric Equations
25) Calculus with Polar Coordinates
26) Calculus with Vector Functions
27)Arc Length
28)Fourier Series
29) Fourier Transform
30)Application of Fourier Analysis
31)Laplace Transform
32)Application of Laplace Transform
33)First Order Differential Equation (DE)
34) Separable DE
35)Homogenous DE
36) Linear DE
37) Exact DE
38) Bernoulli DE
39) Second Order DE
40) DE with Constants in Coefficients
41) Applications of DE
This course includes Bonus Exercise for each topic. Also, you can download all my notes 😉
This comprehensive course is designed to take you on a journey from the fundamental concepts of calculus all the way to the practical applications of these theories in the real world. Whether you're a beginner or an advanced learner, this course is perfect for anyone who wants to gain a deeper understanding of calculus and its many uses.
Course contents:
1)Limits Algebraically
2)Visualize Limits Geometrically
3)Continuity and Differentiability
4)Derivative rules and formulas
5)Derivatives Algebraically and Geometrically
6)Application of Derivatives
7) Indefinite Integrals
8) Definite Integrals
9)Integration Techniques
10)Application of Integrals
11) Sequences
12) Series 1
13) Series 2
14) Integral and Comparison Test
15) Taylor Series
16) Application of Series
17) Partial Derivatives
18) Double and Triple Integrals
19) Application of Multiple Integrals
20) Line Integrals
21) Greens Theorem
22) Application of Line Integrals
23) Divergence and Curl
24)Calculus with Parametric Equations
25) Calculus with Polar Coordinates
26) Calculus with Vector Functions
27)Arc Length
28)Fourier Series
29) Fourier Transform
30)Application of Fourier Analysis
31)Laplace Transform
32)Application of Laplace Transform
33)First Order Differential Equation (DE)
34) Separable DE
35)Homogenous DE
36) Linear DE
37) Exact DE
38) Bernoulli DE
39) Second Order DE
40) DE with Constants in Coefficients
41) Applications of DE
This course includes Bonus Exercise for each topic. Also, you can download all my notes 😉