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Название [ TutPig.com ] Udemy - Master the Fundamentals of Calculus
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1.1 Applications of Differentiation (Increasing & Decreasing Functions) - Student.pdf 311.89Кб
1.1 Basic Differentiation Properties and Techniques - Student.pdf 331.25Кб
1.1 Lecture 1 - Introduction to Differentiation.pdf 315.64Кб
1.1 Lecture 25 - Introduction to Integration notes.pdf 313.68Кб
1.1 Lecture 26 - Basic Integration Properties and Techniques (Student).pdf 382.28Кб
1.1 Lecture 35 - Applications of Integration notes (Limiting Sum and Definite Integrals) notes.pdf 281.70Кб
1.1 Quiz 1 Solutions.pdf 409.19Кб
1.2 Quiz 2 Solutions.pdf 409.62Кб
1. Applications of Differentiation (Increasing & Decreasing Functions).mp4 11.20Мб
1. Applications of Differentiation (Increasing & Decreasing Functions).srt 2.32Кб
1. Applications of Integration (Limiting Sums and Definite Integrals).mp4 20.10Мб
1. Applications of Integration (Limiting Sums and Definite Integrals).srt 4.55Кб
1. Basic Differentiation Properties and Techniques.mp4 39.08Мб
1. Basic Differentiation Properties and Techniques.srt 5.91Кб
1. Basic Integration Properties and Techniques.mp4 24.17Мб
1. Basic Integration Properties and Techniques.srt 5.79Кб
1. Introduction to Differentiation.mp4 9.05Мб
1. Introduction to Differentiation.srt 2.35Кб
1. Introduction to Integration.mp4 15.33Мб
1. Introduction to Integration.srt 3.56Кб
1. Quiz 1.html 186б
1. Quiz 2.html 186б
1. Solutions for Quiz 1 and 2.html 165б
10.1 Applications of Differentiation - Kinematics (Student).pdf 265.33Кб
10.1 Parametric Differentiation - Student.pdf 245.50Кб
10. Applications of Differentiation (Kinematics).mp4 16.82Мб
10. Applications of Differentiation (Kinematics).srt 4.15Кб
10. Parametric Differentiation.mp4 14.59Мб
10. Parametric Differentiation.srt 2.53Кб
11.1 Differentiation Techniques Practices (Student).pdf 237.43Кб
11.1 Lecture 24 - Kinematics Problem-Solving (Student).pdf 299.21Кб
11. Differentiation Techniques Practices.mp4 11.92Мб
11. Differentiation Techniques Practices.srt 3.44Кб
11. Kinematics Problem-Solving.mp4 16.18Мб
11. Kinematics Problem-Solving.srt 3.08Кб
2.1 Applications of Differentiation (Concavity of Functions) - Student.pdf 249.68Кб
2.1 Chain Rule - Student.pdf 249.64Кб
2.1 Differentiation from First Principle - Student.pdf 314.80Кб
2.1 Lecture 27 - Integration of Trigonometric Functions (Student).pdf 301.16Кб
2.1 Lecture 36 - Applications of Integration (Area under Curve) Student.pdf 356.83Кб
2.1 Lecture 45 - Optimization with Constraints (Student).pdf 238.88Кб
2.2 Notes on Basic Trigonometric Integration.pdf 310.72Кб
2. Applications of Differentiation (Concavity of Functions).mp4 9.00Мб
2. Applications of Differentiation (Concavity of Functions).srt 2.56Кб
2. Applications of Integration (Area under a Curve).mp4 14.37Мб
2. Applications of Integration (Area under a Curve).srt 4.05Кб
2. Chain Rule.mp4 20.29Мб
2. Chain Rule.srt 3.45Кб
2. Differentiation from First Principle.mp4 23.93Мб
2. Differentiation from First Principle.srt 3.42Кб
2. Integration of Trigonometric Functions.mp4 28.80Мб
2. Integration of Trigonometric Functions.srt 4.88Кб
2. Optimization with Constraints.mp4 19.29Мб
2. Optimization with Constraints.srt 3.34Кб
3.1 Applications of Differentiation (Stationary Points) - Student.pdf 401.80Кб
3.1 Further Practice Problem 1 - Student.pdf 278.81Кб
3.1 Lecture 28 - Integration of Functions to obtain Inverse Trigonometric Functions (Student).pdf 241.19Кб
3.1 Lecture 37 - Area under a Curve Problem.pdf 321.82Кб
3.1 Product Rule - Student.pdf 241.24Кб
3. Applications of Differentiation (Stationary Points).mp4 47.80Мб
3. Applications of Differentiation (Stationary Points).srt 7.41Кб
3. Area under a Curve Problem-Solving.mp4 12.78Мб
3. Area under a Curve Problem-Solving.srt 4.20Кб
3. Further Practice Problem 1.mp4 21.51Мб
3. Further Practice Problem 1.srt 4.33Кб
3. Integration of Functions to obtain Inverse Trigonometric Functions.mp4 10.15Мб
3. Integration of Functions to obtain Inverse Trigonometric Functions.srt 3.05Кб
3. Product Rule.mp4 15.86Мб
3. Product Rule.srt 3.85Кб
4.1 Applications of Differentiation (Maxima & Minima Problems) - Student.pdf 310.07Кб
4.1 Further Practice Problem 2 - (iii) Exact Volume.pdf 269.42Кб
4.1 Lecture 29 - Integration of Exponential and Logarithmic Functions (Student).pdf 300.70Кб
4.1 Lecture 38 - Applications of Integration (Area between two curves) Student.pdf 1004.87Кб
4.1 Quotient Rule - Student.pdf 242.05Кб
4.2 Further Practice Problem 2 - Student.pdf 248.54Кб
4. Applications of Differentiation (Maxima and Minima).mp4 25.50Мб
4. Applications of Differentiation (Maxima and Minima).srt 4.15Кб
4. Applications of Integration (Area between two Curves).mp4 15.66Мб
4. Applications of Integration (Area between two Curves).srt 3.70Кб
4. Integration of Exponential and Logarithmic Functions.mp4 14.85Мб
4. Integration of Exponential and Logarithmic Functions.srt 3.71Кб
4. Lecture 47 Further Practice Problem 2.mp4 12.77Мб
4. Lecture 47 Further Practice Problem 2.srt 3.59Кб
4. Quotient Rule.mp4 14.52Мб
4. Quotient Rule.srt 3.86Кб
5.1 Differentiation of Trigonometric Functions - Student.pdf 253.23Кб
5.1 LECTUR~1.PDF 262.32Кб
5.1 Lecture 30 - Integration of f'(x) over [a^2-f(x)^2] or f'(x) over [f(x)^2-a^2] - Student.pdf 247.26Кб
5.1 Maxima and Minima Problem-Solving - Student.pdf 315.46Кб
5. Applications of Integration (Evaluating Areas of Parametric Equations).mp4 21.86Мб
5. Applications of Integration (Evaluating Areas of Parametric Equations).srt 3.78Кб
5. Differentiation of Trigonometric Functions.mp4 34.72Мб
5. Differentiation of Trigonometric Functions.srt 6.31Кб
5. Integration of f'(x) over [a^2-f(x)^2] or f'(x) over [f(x)^2-a^2].mp4 15.11Мб
5. Integration of f'(x) over [a^2-f(x)^2] or f'(x) over [f(x)^2-a^2].srt 3.03Кб
5. Maxima and Minima Problem-Solving.mp4 29.45Мб
5. Maxima and Minima Problem-Solving.srt 4.61Кб
6.1 Applications of Differentiation (Connected Rate of Change) - Student.pdf 340.44Кб
6.1 Differentiation of Inverse Trigonometric Functions - Student.pdf 284.66Кб
6.1 Lecture 31 - Additional Trigonometric Integrals using Factor Formula (Self-Read).pdf 275.20Кб
6.1 Lecture 40 - Volume of Revolution with x-axis (Student).pdf 320.88Кб
6.2 Lecture 31 - Miscellaneous Trigonometric Integrals (Student).pdf 245.18Кб
6.2 Proof of the Inverse Trigonometric Functions Derivatives.pdf 181.39Кб
6. Applications of Differentiation (Connected Rates of Change).mp4 26.00Мб
6. Applications of Differentiation (Connected Rates of Change).srt 4.64Кб
6. Applications of Integration (Volume of Revolution with x-axis).mp4 17.15Мб
6. Applications of Integration (Volume of Revolution with x-axis).srt 4.31Кб
6. Differentiation of Inverse Trigonometric Functions.mp4 20.23Мб
6. Differentiation of Inverse Trigonometric Functions.srt 4.16Кб
6. Miscellaneous Trigonometric Integrals.mp4 16.20Мб
6. Miscellaneous Trigonometric Integrals.srt 3.63Кб
7.1 Differentiation of Exponential Functions (Student).pdf 235.03Кб
7.1 Lecture 20 - Connected Rate of Change Problem-Solving (Student).pdf 234.31Кб
7.1 Lecture 32 - Definite Integration by Substitution (extra self-study notes).pdf 320.11Кб
7.1 Lecture 41 - Volume of Revolution with y-axis (Student).pdf 312.47Кб
7.2 Lecture 32 - Integration by Substitution (Student).pdf 319.60Кб
7. Applications of Integration (Voume of Revolution with y-axis).mp4 18.32Мб
7. Applications of Integration (Voume of Revolution with y-axis).srt 4.73Кб
7. Connected Rates of Change Problem-Solving.mp4 12.25Мб
7. Connected Rates of Change Problem-Solving.srt 2.91Кб
7. Differentiation of Exponential Functions.mp4 10.96Мб
7. Differentiation of Exponential Functions.srt 3.24Кб
7. Integration by Substitution.mp4 16.60Мб
7. Integration by Substitution.srt 3.92Кб
8.1 Differentiation of Logarithmic Functions (Student).pdf 308.50Кб
8.1 Lecture 21 - Applications of Differentiation (Gradient, Tangent and Normal) - Student.pdf 260.64Кб
8.1 Lecture 33 - Integration by Parts (Proof).pdf 243.61Кб
8.1 Lecture 42 - Volume of Revolution Problem-Solving (Student).pdf 264.92Кб
8.2 Lecture 33 - Integration by Parts (Student).pdf 251.00Кб
8. Applications of Differentiation (Gradient, Tangent and Normal).mp4 28.19Мб
8. Applications of Differentiation (Gradient, Tangent and Normal).srt 4.68Кб
8. Differentiation of Logarithmic Functions.mp4 12.87Мб
8. Differentiation of Logarithmic Functions.srt 3.48Кб
8. Integration by Parts.mp4 28.38Мб
8. Integration by Parts.srt 3.82Кб
8. Volume of Revolution Problem-Solving.mp4 18.66Мб
8. Volume of Revolution Problem-Solving.srt 3.20Кб
9.1 Gradient, Tangent and N ormal Problem-Solving (Student).pdf 251.12Кб
9.1 Implicit Differentiation - Student.pdf 245.55Кб
9.1 Lecture 34 - Extension of Integration of Fractional Polynomials (Self-Read).pdf 419.55Кб
9.1 Lecture 43 - Further Volume of Revolution Problem-Solving (Solutions).pdf 344.12Кб
9.2 Lecture 34 - Integration of Fractional Polynomials (Student).pdf 318.63Кб
9.2 Lecture 43 - Further Volume of Revolution Problem-Solving (Student).pdf 311.21Кб
9. Further Volume of Revolution Problem-Solving.html 329б
9. Gradient, Tangent and Normal Problem-Solving.mp4 17.44Мб
9. Gradient, Tangent and Normal Problem-Solving.srt 3.58Кб
9. Implicit Differentiation.mp4 14.61Мб
9. Implicit Differentiation.srt 4.02Кб
9. Integration of Fractional Polynomials.mp4 20.76Мб
9. Integration of Fractional Polynomials.srt 3.17Кб
Bonus Resources.txt 386б
Get Bonus Downloads Here.url 176б
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