Download Free Download : Udemy Calculus 1 part 2 of 2 Derivatives with applications
mp4 | Video: h264,1280X720 | Audio: AAC, 44.1 KHz
Genre:eLearning | Language: English | Size:46.07 GB
Files Included :
1 Introduction to the course.mp4 (150.55 MB)
MP4
2 Good news first.mp4 (67.67 MB)
MP4
3 Rates of change, slopes, and tangent lines.mp4 (119.55 MB)
MP4
4 Derivative at a point and derivative as a function that shows variable slopes.mp4 (111.82 MB)
MP4
5 Why derivatives are important.mp4 (141.58 MB)
MP4
6 Differential equations find all the functions that change in a certain way.mp4 (115.2 MB)
MP4
7 Elementary functions and their derivatives more and less intuitive rules.mp4 (98.24 MB)
MP4
8 Advanced topics in the Precalculus series.mp4 (101.97 MB)
MP4
1 Why we want to approximate functions with polynomials.mp4 (31.05 MB)
MP4
10 Limit, an example.mp4 (350.85 MB)
MP4
11 Order relation on the classes of functions introduced in V192.mp4 (138.29 MB)
MP4
2 Monic monomials closely to zero.mp4 (117.83 MB)
MP4
3 Remember higher-order derivatives Smooth and less smooth functions.mp4 (79.65 MB)
MP4
4 How to construct a polynomial that has the same derivatives at some point as f.mp4 (605.38 MB)
MP4
5 Maclaurin polynomial for the exponential function.mp4 (242.7 MB)
MP4
6 Maclaurin polynomial for the sine.mp4 (351.84 MB)
MP4
7 Maclaurin polynomial for cosine.mp4 (267.23 MB)
MP4
8 Taylor polynomial and the Second (and more!) Derivative Test.mp4 (113.6 MB)
MP4
9 Approximation, an example.mp4 (249.78 MB)
MP4
1 Explicit versus implicit, Example 0.mp4 (99.97 MB)
MP4
2 Implicit differentiation and how it works.mp4 (49.94 MB)
MP4
3 One more example easy to handle both ways, Example 1.mp4 (494.76 MB)
MP4
4 Derivative of the logarithm, method 3.mp4 (110.17 MB)
MP4
5 The derivative of roots (power functions 2), method 3.mp4 (90.43 MB)
MP4
6 Derivative of arctangent, method 3.mp4 (134.66 MB)
MP4
7 Derivative of arcsine, method 3.mp4 (116.25 MB)
MP4
8 The one with a heart.mp4 (408.12 MB)
MP4
9 Plenty of problems to solve; we walk through two of them.mp4 (96.55 MB)
MP4
1 Logarithmic differentiation, Problem 1.mp4 (186.64 MB)
MP4
2 Logarithmic differentiation, Problem 2.mp4 (145.13 MB)
MP4
3 Logarithmic differentiation, Problem 3.mp4 (63.28 MB)
MP4
4 Logarithmic differentiation, Problem 4.mp4 (109.56 MB)
MP4
5 Logarithmic differentiation, Problem 5.mp4 (94.92 MB)
MP4
1 Functions of several variables.mp4 (54.68 MB)
MP4
2 Partial derivatives, Exercise 1.mp4 (200.04 MB)
MP4
3 Higher-order partial derivatives, Exercise 2.mp4 (175.53 MB)
MP4
1 Reverting differentiation.mp4 (51.26 MB)
MP4
2 A word about main integration techniques.mp4 (44.46 MB)
MP4
3 It is more useful than you think.mp4 (36.8 MB)
MP4
1 Various types of equations.mp4 (65.64 MB)
MP4
2 Differential equations mentioned in Precalculus 4.mp4 (60.73 MB)
MP4
3 Solving versus verifying solutions to ODE.mp4 (187.2 MB)
MP4
1 Plenty of derivative-like creatures.mp4 (48.82 MB)
MP4
2 Multivariate Taylor polynomials.mp4 (118.81 MB)
MP4
3 Mean Value Theorem used for functions of several variables.mp4 (106.14 MB)
MP4
1 Optimisation a practical section.mp4 (71.32 MB)
MP4
2 Optimisation, Problem 1.mp4 (259.12 MB)
MP4
3 Optimisation, Problem 2.mp4 (198.95 MB)
MP4
4 Optimisation, Problem 3.mp4 (188.52 MB)
MP4
5 Optimisation, Problem 4.mp4 (357.29 MB)
MP4
6 Optimisation, Problem 5.mp4 (613.51 MB)
MP4
7 Optimisation, Problem 6.mp4 (480.61 MB)
MP4
8 Proving inequalities, Problem 7.mp4 (109.58 MB)
MP4
9 Proving inequalities, Problem 8.mp4 (158.16 MB)
MP4
1 How to make a table of (sign) variations.mp4 (84.69 MB)
MP4
10 Wrap-up Calculus 1.mp4 (72.65 MB)
MP4
2 A brief repetition about asymptotes.mp4 (122.87 MB)
MP4
3 Plotting functions, Problem 1.mp4 (437.37 MB)
MP4
4 Plotting functions, Problem 2.mp4 (456.38 MB)
MP4
5 Plotting functions, Problem 3.mp4 (661.82 MB)
MP4
6 Plotting functions, Problem 4.mp4 (603.84 MB)
MP4
7 Plotting functions, Problem 5.mp4 (585.06 MB)
MP4
8 Plotting functions, Problem 6.mp4 (393.8 MB)
MP4
9 Plotting functions, Problem 7.mp4 (810.18 MB)
MP4
1 Bonus Lecture.mp4 (39.41 MB)
MP4
1 Terminology and notation.mp4 (120.6 MB)
MP4
10 Derivative of the square root function, Exercise 5.mp4 (249.7 MB)
MP4
11 Another (equivalent) way of defining derivatives, Exercise 6.mp4 (181.81 MB)
MP4
12 A function that is not differentiable at some point, Exercise 7.mp4 (72.55 MB)
MP4
13 Absolute values and cusps a generalisation of Exercise 7.mp4 (123.43 MB)
MP4
14 Yet another way of defining differentiability at a point.mp4 (308.68 MB)
MP4
15 Each differentiable function is continuous, but is the converse true.mp4 (177.31 MB)
MP4
16 Optional Proof of the part C1 from the theorem in Video 21.mp4 (265.13 MB)
MP4
17 Optional Proof of the part C2 1 from the theorem in Video 21.mp4 (334.74 MB)
MP4
18 Is the absolute value always a bad news for global differentiability Problem 1.mp4 (297.39 MB)
MP4
19 Derivatives of piecewise functions, Problem 2.mp4 (150.11 MB)
MP4
2 Where to find Precalculus stuff for repetition straight lines, rates of change.mp4 (73.9 MB)
MP4
20 Recognising derivatives, Problem 3.mp4 (136.27 MB)
MP4
21 Recognising derivatives, Problem 4.mp4 (117.5 MB)
MP4
22 Recognising derivatives, Problem 5.mp4 (22.21 MB)
MP4
23 Computing derivatives from the definition, Problem 6.mp4 (131.2 MB)
MP4
24 One of my favourite problems, Problem 7.mp4 (395.4 MB)
MP4
25 Higher order derivatives, definition and notation.mp4 (67.06 MB)
MP4
26 Geometric interpretation of differentials.mp4 (118.59 MB)
MP4
27 What is linearization and why it is good for you.mp4 (144.43 MB)
MP4
28 Linearization works locally, Problem 8.mp4 (169.42 MB)
MP4
3 In what kind of points we are going to consider derivatives.mp4 (49.74 MB)
MP4
4 Definition of the derivative at a point, differentiability of functions.mp4 (84.69 MB)
MP4
5 How to find equations for tangent lines Two methods.mp4 (74.9 MB)
MP4
6 Derivatives of linear functions, Exercise 1.mp4 (154.21 MB)
MP4
7 Derivatives of quadratic functions, Exercise 2.mp4 (160.41 MB)
MP4
8 Derivatives of quadratic functions, Exercise 3.mp4 (154.56 MB)
MP4
9 Derivative of a cubic polynomial, Exercise 4.mp4 (261.53 MB)
MP4
1 Our plan.mp4 (83.69 MB)
MP4
10 The derivative of cosine inverse.mp4 (233.51 MB)
MP4
11 The derivative of the exponential function.mp4 (39.01 MB)
MP4
12 The derivative of the natural logarithm, method 1.mp4 (306.69 MB)
MP4
13 The derivative of logarithms with any base.mp4 (167.65 MB)
MP4
14 Rules of differentiation the main theorem.mp4 (425.14 MB)
MP4
15 An illustration for the Sum Rule.mp4 (82.74 MB)
MP4
16 Some illustrations for the Product Rule.mp4 (110.69 MB)
MP4
17 Three ways of writing a proof of the Sum Rule.mp4 (80.18 MB)
MP4
18 Three ways of writing a proof of the Scaling Rule.mp4 (73.46 MB)
MP4
19 Linearity of the differential operator, and its consequences.mp4 (388.76 MB)
MP4
2 The derivative of monic monomials (power functions 1), method 1.mp4 (276.07 MB)
MP4
20 A proof of the Product Rule.mp4 (85.84 MB)
MP4
21 Derivatives of polynomials are polynomials.mp4 (249.17 MB)
MP4
22 A proof of the Quotient (and Reciprocal) Rule.mp4 (63.65 MB)
MP4
23 The derivative of power functions 3, method 2.mp4 (143.34 MB)
MP4
24 Derivatives of rational functions are rational functions.mp4 (127.48 MB)
MP4
25 A generalization of the Product Rule.mp4 (225.43 MB)
MP4
26 The derivative of tangent.mp4 (107.3 MB)
MP4
27 The derivative of arctangent, method 1.mp4 (178.16 MB)
MP4
28 Some practice in differentiation, Exercise 1.mp4 (79.95 MB)
MP4
29 Some practice in differentiation, Exercise 2.mp4 (81.09 MB)
MP4
3 The derivative of monic monomials (power functions 1), method 2.mp4 (49.34 MB)
MP4
30 Some practice in differentiation, Exercise 3.mp4 (93.02 MB)
MP4
31 Some practice in differentiation, Exercise 4.mp4 (143.97 MB)
MP4
32 Some practice in differentiation, Exercise 5.mp4 (162.48 MB)
MP4
33 Some practice in differentiation, Exercise 6.mp4 (53.56 MB)
MP4
34 Some practice in differentiation, Exercise 7.mp4 (84.86 MB)
MP4
35 Some practice in differentiation, Exercise 8.mp4 (122.38 MB)
MP4
36 Some practice in differentiation, Exercise 9.mp4 (106.52 MB)
MP4
37 Some practice in differentiation, Exercise 10.mp4 (235.85 MB)
MP4
38 Differentiability of piecewise functions, Exercise 11.mp4 (122.37 MB)
MP4
39 The derivative of the sine of a scaled argument.mp4 (231.31 MB)
MP4
4 The derivative of roots (power functions 2), method 1.mp4 (306.34 MB)
MP4
40 Differentiability of piecewise functions, Exercise 12.mp4 (392.36 MB)
MP4
41 Multiple zeros of polynomials and the round shapes of the graphs.mp4 (286.67 MB)
MP4
42 A really cool problem about polynomials, Problem 1.mp4 (172.43 MB)
MP4
43 The one with a picture, Problem 2.mp4 (378.56 MB)
MP4
44 Finding the tangent line, Problem 3.mp4 (432.12 MB)
MP4
45 Where to find more exercises for practice; some hints and tricks.mp4 (261.98 MB)
MP4
5 The derivative of power functions 3, method 1.mp4 (343.83 MB)
MP4
6 The derivative of sine, method 1.mp4 (210.16 MB)
MP4
7 The derivative of cosine, method 1.mp4 (118.24 MB)
MP4
8 The derivative of sine and cosine, method 2.mp4 (66.2 MB)
MP4
9 The derivative of sine inverse, method 1.mp4 (305.71 MB)
MP4
1 About this section; some reading recommendations.mp4 (41.58 MB)
MP4
10 Some useful formulas from Precalculus 4.mp4 (32.43 MB)
MP4
11 The derivative of power functions 5.mp4 (165.11 MB)
MP4
12 The derivative of exponential functions.mp4 (82.33 MB)
MP4
13 Neither exponential nor power functions.mp4 (53.32 MB)
MP4
14 Back to some details from Videos 48 and 77.mp4 (51.31 MB)
MP4
15 The Chain Rule, an example.mp4 (73.15 MB)
MP4
16 How to handle differentiation in easy and complicated cases.mp4 (457.26 MB)
MP4
17 Some practice in differentiation (ChR), Exercise 1.mp4 (245.06 MB)
MP4
18 Some practice in differentiation (ChR), Exercise 2.mp4 (160.81 MB)
MP4
19 Some practice in differentiation (ChR), Exercise 3.mp4 (195.79 MB)
MP4
2 Repetition from Precalculus 1 compositions of functions.mp4 (56.74 MB)
MP4
20 Some practice in differentiation (ChR), Exercise 4.mp4 (245.35 MB)
MP4
21 Some practice in differentiation (ChR), Exercise 5.mp4 (201.73 MB)
MP4
22 Some practice in differentiation (ChR), Exercise 6.mp4 (169.92 MB)
MP4
23 Some practice in differentiation (ChR), Exercise 7.mp4 (221.8 MB)
MP4
24 Some practice in differentiation (ChR), Exercise 8.mp4 (216.64 MB)
MP4
25 Some practice in differentiation (ChR), Exercise 9.mp4 (198.6 MB)
MP4
26 Some practice in differentiation (ChR), Exercise 10.mp4 (429.74 MB)
MP4
27 Derivatives of hyperbolic functions, Exercise 11.mp4 (206.63 MB)
MP4
28 Derivatives of inverse hyperbolic functions, Exercise 12.mp4 (109.81 MB)
MP4
29 Related rates and The Chain Rule.mp4 (53.35 MB)
MP4
3 Transformations of graphs that involve scalings of the argument.mp4 (115.07 MB)
MP4
30 Related Rates, Problem 1.mp4 (195.47 MB)
MP4
31 Related Rates, Problem 2.mp4 (186.86 MB)
MP4
32 Related Rates, Problem 3.mp4 (145.49 MB)
MP4
33 Related Rates, Problem 4.mp4 (258.73 MB)
MP4
34 Related Rates, Problem 5.mp4 (125.97 MB)
MP4
35 More practice in the article and in the book.mp4 (79.33 MB)
MP4
4 The Chain Rule the theorem, an example, and a proof.mp4 (226.26 MB)
MP4
5 A generalization of The Chain Rule and some related topics.mp4 (230.85 MB)
MP4
6 Back to Video 87 in Precalculus 1.mp4 (421.63 MB)
MP4
7 Back to Video 88 from Pre1 the order of functions in a composition is important.mp4 (167.37 MB)
MP4
8 The derivative of power functions 3, method 3.mp4 (153.98 MB)
MP4
9 The derivative of power functions 4.mp4 (152.8 MB)
MP4
1 Derivative of functions inverse to differentiable functions, an intuition.mp4 (117.1 MB)
MP4
10 Optional A theoretical statement about tangent lines.mp4 (259.59 MB)
MP4
11 The derivative of an inverse, Problem 1.mp4 (780.71 MB)
MP4
12 The derivative of an inverse, Problem 2.mp4 (221.16 MB)
MP4
13 The derivative of an inverse, Problem 3.mp4 (322 MB)
MP4
2 Derivative of functions inverse to differentiable functions, the theorem.mp4 (92.92 MB)
MP4
3 Derivative of functions inverse to differentiable functions, Example 1.mp4 (410.53 MB)
MP4
4 The derivative of an inverse, Example 2.mp4 (109.32 MB)
MP4
5 The derivative of roots (power functions 2), method 2.mp4 (225.77 MB)
MP4
6 The derivative of the natural logarithm, method 2.mp4 (87.61 MB)
MP4
7 The derivative of sine inverse, method 2.mp4 (208.93 MB)
MP4
8 The derivative of arctangent, method 2.mp4 (105.99 MB)
MP4
9 Optional Intercept equations of straight line.mp4 (398.96 MB)
MP4
1 Lots of theory that can be illustrated in a very intuitive way.mp4 (69.67 MB)
MP4
10 Rolle's Theorem, Example 2.mp4 (271.08 MB)
MP4
11 The Mean Value Theorem (Lagrange).mp4 (105.39 MB)
MP4
12 Lagrange's Theorem, Example 1.mp4 (299.38 MB)
MP4
13 Lagrange's Theorem, Example 2.mp4 (205.92 MB)
MP4
14 Lagrange's Theorem, Example 3.mp4 (569.71 MB)
MP4
15 Extended Mean Value Theorem (Cauchy).mp4 (73.16 MB)
MP4
16 Darboux property for derivatives.mp4 (88.78 MB)
MP4
17 Darboux property for derivatives, some examples.mp4 (255.25 MB)
MP4
18 About monotonicity of differentiable functions.mp4 (82.95 MB)
MP4
19 About monotonicity of differentiable functions, some examples.mp4 (89.67 MB)
MP4
2 The concepts of maximum and minimum are not reserved for continuous functions.mp4 (115.65 MB)
MP4
20 Monotonicity of exponential functions.mp4 (78.42 MB)
MP4
21 Back to the derivatives of inverse functions, Problem 4.mp4 (421.62 MB)
MP4
22 Functions with derivative equal to zero.mp4 (48.42 MB)
MP4
23 Corollary about functions that have the same derivative on an interval.mp4 (79.73 MB)
MP4
24 Back to Video 106 explaining some subtleties in the Corollary in V152.mp4 (314.35 MB)
MP4
25 Back to Video 107 explaining some subtleties in the Corollary in V152.mp4 (134 MB)
MP4
26 Optional Back to Video 107; a trigonometry-based solution.mp4 (332.02 MB)
MP4
3 The concept of monotonicity is not reserved for continuous functions.mp4 (148.62 MB)
MP4
4 Lemma about positive and negative derivatives.mp4 (135.52 MB)
MP4
5 Absolute values and cusps proof of part C2 2 from V21.mp4 (331.57 MB)
MP4
6 Fermat's Theorem Necessary condition for extremums at interior points.mp4 (116.65 MB)
MP4
7 Critical (stationary) points and singular points; plateaus.mp4 (74.57 MB)
MP4
8 Rolle's Theorem About existence of a stationary point.mp4 (38.99 MB)
MP4
9 Rolle's Theorem, Example 1.mp4 (293.73 MB)
MP4
1 You know everything you need to know about monotonicity and optimisation.mp4 (103.63 MB)
MP4
10 The Second Derivative Test.mp4 (351.26 MB)
MP4
11 Comparison between two tests advantages and disadvantages.mp4 (106.65 MB)
MP4
12 Optimisation of continuous functions on compact and non-compact domains.mp4 (63.71 MB)
MP4
13 Optimisation, Problem 1.mp4 (441.82 MB)
MP4
14 Optimisation, Problem 2.mp4 (177.74 MB)
MP4
15 Optimisation, Problem 3.mp4 (538.14 MB)
MP4
16 Optimisation, Problem 4.mp4 (216.69 MB)
MP4
17 Optimisation, Problem 5.mp4 (340.78 MB)
MP4
18 Comparing numbers, Problem 6.mp4 (51.52 MB)
MP4
19 Comparing numbers, Problem 7.mp4 (286.47 MB)
MP4
2 Polynomials some examples from Precalculus 2 revisited.mp4 (92.71 MB)
MP4
3 How to find the vertex of a parabola if you hate completing the square.mp4 (324.27 MB)
MP4
4 A rational function, Problem 1 from V220 in Calc1p1.mp4 (235.96 MB)
MP4
5 The one with two square roots, Problem 2 from V221 in Calc1p1.mp4 (427.01 MB)
MP4
6 The one with arctangent, Problem 3 from V222 in Calc1p1.mp4 (125.26 MB)
MP4
7 Where the derivative doesn't help much, Problem 4 from V223 in Calc1p1.mp4 (64.9 MB)
MP4
8 The one with a one-sided vertical asymptote, Problem 5 from V224 in Calc1p1.mp4 (25.61 MB)
MP4
9 The First Derivative Test.mp4 (162.59 MB)
MP4
1 Convexity, concavity, inflection points.mp4 (173.17 MB)
MP4
2 Convexity, concavity, inflection points many examples.mp4 (178.47 MB)
MP4
3 Convexity, Problem 1.mp4 (164.32 MB)
MP4
4 Convexity, Problem 2.mp4 (191.39 MB)
MP4
5 Convexity, Problem 3.mp4 (178.71 MB)
MP4
1 l'Hôpital's rule, the theorem with a proof (in an article).mp4 (101.8 MB)
MP4
10 l'Hôpital's rule, Exercise 9.mp4 (138.62 MB)
MP4
2 l'Hôpital's rule, Exercise 1.mp4 (270.39 MB)
MP4
3 l'Hôpital's rule, Exercise 2.mp4 (102.58 MB)
MP4
4 l'Hôpital's rule, Exercise 3.mp4 (128.36 MB)
MP4
5 l'Hôpital's rule, Exercise 4.mp4 (186.7 MB)
MP4
6 l'Hôpital's rule, Exercise 5.mp4 (213.89 MB)
MP4
7 l'Hôpital's rule, Exercise 6.mp4 (129.46 MB)
MP4
8 l'Hôpital's rule, Exercise 7.mp4 (101.69 MB)
MP4
9 l'Hôpital's rule, Exercise 8.mp4 (140.12 MB)
MP4
MP4
2 Good news first.mp4 (67.67 MB)
MP4
3 Rates of change, slopes, and tangent lines.mp4 (119.55 MB)
MP4
4 Derivative at a point and derivative as a function that shows variable slopes.mp4 (111.82 MB)
MP4
5 Why derivatives are important.mp4 (141.58 MB)
MP4
6 Differential equations find all the functions that change in a certain way.mp4 (115.2 MB)
MP4
7 Elementary functions and their derivatives more and less intuitive rules.mp4 (98.24 MB)
MP4
8 Advanced topics in the Precalculus series.mp4 (101.97 MB)
MP4
1 Why we want to approximate functions with polynomials.mp4 (31.05 MB)
MP4
10 Limit, an example.mp4 (350.85 MB)
MP4
11 Order relation on the classes of functions introduced in V192.mp4 (138.29 MB)
MP4
2 Monic monomials closely to zero.mp4 (117.83 MB)
MP4
3 Remember higher-order derivatives Smooth and less smooth functions.mp4 (79.65 MB)
MP4
4 How to construct a polynomial that has the same derivatives at some point as f.mp4 (605.38 MB)
MP4
5 Maclaurin polynomial for the exponential function.mp4 (242.7 MB)
MP4
6 Maclaurin polynomial for the sine.mp4 (351.84 MB)
MP4
7 Maclaurin polynomial for cosine.mp4 (267.23 MB)
MP4
8 Taylor polynomial and the Second (and more!) Derivative Test.mp4 (113.6 MB)
MP4
9 Approximation, an example.mp4 (249.78 MB)
MP4
1 Explicit versus implicit, Example 0.mp4 (99.97 MB)
MP4
2 Implicit differentiation and how it works.mp4 (49.94 MB)
MP4
3 One more example easy to handle both ways, Example 1.mp4 (494.76 MB)
MP4
4 Derivative of the logarithm, method 3.mp4 (110.17 MB)
MP4
5 The derivative of roots (power functions 2), method 3.mp4 (90.43 MB)
MP4
6 Derivative of arctangent, method 3.mp4 (134.66 MB)
MP4
7 Derivative of arcsine, method 3.mp4 (116.25 MB)
MP4
8 The one with a heart.mp4 (408.12 MB)
MP4
9 Plenty of problems to solve; we walk through two of them.mp4 (96.55 MB)
MP4
1 Logarithmic differentiation, Problem 1.mp4 (186.64 MB)
MP4
2 Logarithmic differentiation, Problem 2.mp4 (145.13 MB)
MP4
3 Logarithmic differentiation, Problem 3.mp4 (63.28 MB)
MP4
4 Logarithmic differentiation, Problem 4.mp4 (109.56 MB)
MP4
5 Logarithmic differentiation, Problem 5.mp4 (94.92 MB)
MP4
1 Functions of several variables.mp4 (54.68 MB)
MP4
2 Partial derivatives, Exercise 1.mp4 (200.04 MB)
MP4
3 Higher-order partial derivatives, Exercise 2.mp4 (175.53 MB)
MP4
1 Reverting differentiation.mp4 (51.26 MB)
MP4
2 A word about main integration techniques.mp4 (44.46 MB)
MP4
3 It is more useful than you think.mp4 (36.8 MB)
MP4
1 Various types of equations.mp4 (65.64 MB)
MP4
2 Differential equations mentioned in Precalculus 4.mp4 (60.73 MB)
MP4
3 Solving versus verifying solutions to ODE.mp4 (187.2 MB)
MP4
1 Plenty of derivative-like creatures.mp4 (48.82 MB)
MP4
2 Multivariate Taylor polynomials.mp4 (118.81 MB)
MP4
3 Mean Value Theorem used for functions of several variables.mp4 (106.14 MB)
MP4
1 Optimisation a practical section.mp4 (71.32 MB)
MP4
2 Optimisation, Problem 1.mp4 (259.12 MB)
MP4
3 Optimisation, Problem 2.mp4 (198.95 MB)
MP4
4 Optimisation, Problem 3.mp4 (188.52 MB)
MP4
5 Optimisation, Problem 4.mp4 (357.29 MB)
MP4
6 Optimisation, Problem 5.mp4 (613.51 MB)
MP4
7 Optimisation, Problem 6.mp4 (480.61 MB)
MP4
8 Proving inequalities, Problem 7.mp4 (109.58 MB)
MP4
9 Proving inequalities, Problem 8.mp4 (158.16 MB)
MP4
1 How to make a table of (sign) variations.mp4 (84.69 MB)
MP4
10 Wrap-up Calculus 1.mp4 (72.65 MB)
MP4
2 A brief repetition about asymptotes.mp4 (122.87 MB)
MP4
3 Plotting functions, Problem 1.mp4 (437.37 MB)
MP4
4 Plotting functions, Problem 2.mp4 (456.38 MB)
MP4
5 Plotting functions, Problem 3.mp4 (661.82 MB)
MP4
6 Plotting functions, Problem 4.mp4 (603.84 MB)
MP4
7 Plotting functions, Problem 5.mp4 (585.06 MB)
MP4
8 Plotting functions, Problem 6.mp4 (393.8 MB)
MP4
9 Plotting functions, Problem 7.mp4 (810.18 MB)
MP4
1 Bonus Lecture.mp4 (39.41 MB)
MP4
1 Terminology and notation.mp4 (120.6 MB)
MP4
10 Derivative of the square root function, Exercise 5.mp4 (249.7 MB)
MP4
11 Another (equivalent) way of defining derivatives, Exercise 6.mp4 (181.81 MB)
MP4
12 A function that is not differentiable at some point, Exercise 7.mp4 (72.55 MB)
MP4
13 Absolute values and cusps a generalisation of Exercise 7.mp4 (123.43 MB)
MP4
14 Yet another way of defining differentiability at a point.mp4 (308.68 MB)
MP4
15 Each differentiable function is continuous, but is the converse true.mp4 (177.31 MB)
MP4
16 Optional Proof of the part C1 from the theorem in Video 21.mp4 (265.13 MB)
MP4
17 Optional Proof of the part C2 1 from the theorem in Video 21.mp4 (334.74 MB)
MP4
18 Is the absolute value always a bad news for global differentiability Problem 1.mp4 (297.39 MB)
MP4
19 Derivatives of piecewise functions, Problem 2.mp4 (150.11 MB)
MP4
2 Where to find Precalculus stuff for repetition straight lines, rates of change.mp4 (73.9 MB)
MP4
20 Recognising derivatives, Problem 3.mp4 (136.27 MB)
MP4
21 Recognising derivatives, Problem 4.mp4 (117.5 MB)
MP4
22 Recognising derivatives, Problem 5.mp4 (22.21 MB)
MP4
23 Computing derivatives from the definition, Problem 6.mp4 (131.2 MB)
MP4
24 One of my favourite problems, Problem 7.mp4 (395.4 MB)
MP4
25 Higher order derivatives, definition and notation.mp4 (67.06 MB)
MP4
26 Geometric interpretation of differentials.mp4 (118.59 MB)
MP4
27 What is linearization and why it is good for you.mp4 (144.43 MB)
MP4
28 Linearization works locally, Problem 8.mp4 (169.42 MB)
MP4
3 In what kind of points we are going to consider derivatives.mp4 (49.74 MB)
MP4
4 Definition of the derivative at a point, differentiability of functions.mp4 (84.69 MB)
MP4
5 How to find equations for tangent lines Two methods.mp4 (74.9 MB)
MP4
6 Derivatives of linear functions, Exercise 1.mp4 (154.21 MB)
MP4
7 Derivatives of quadratic functions, Exercise 2.mp4 (160.41 MB)
MP4
8 Derivatives of quadratic functions, Exercise 3.mp4 (154.56 MB)
MP4
9 Derivative of a cubic polynomial, Exercise 4.mp4 (261.53 MB)
MP4
1 Our plan.mp4 (83.69 MB)
MP4
10 The derivative of cosine inverse.mp4 (233.51 MB)
MP4
11 The derivative of the exponential function.mp4 (39.01 MB)
MP4
12 The derivative of the natural logarithm, method 1.mp4 (306.69 MB)
MP4
13 The derivative of logarithms with any base.mp4 (167.65 MB)
MP4
14 Rules of differentiation the main theorem.mp4 (425.14 MB)
MP4
15 An illustration for the Sum Rule.mp4 (82.74 MB)
MP4
16 Some illustrations for the Product Rule.mp4 (110.69 MB)
MP4
17 Three ways of writing a proof of the Sum Rule.mp4 (80.18 MB)
MP4
18 Three ways of writing a proof of the Scaling Rule.mp4 (73.46 MB)
MP4
19 Linearity of the differential operator, and its consequences.mp4 (388.76 MB)
MP4
2 The derivative of monic monomials (power functions 1), method 1.mp4 (276.07 MB)
MP4
20 A proof of the Product Rule.mp4 (85.84 MB)
MP4
21 Derivatives of polynomials are polynomials.mp4 (249.17 MB)
MP4
22 A proof of the Quotient (and Reciprocal) Rule.mp4 (63.65 MB)
MP4
23 The derivative of power functions 3, method 2.mp4 (143.34 MB)
MP4
24 Derivatives of rational functions are rational functions.mp4 (127.48 MB)
MP4
25 A generalization of the Product Rule.mp4 (225.43 MB)
MP4
26 The derivative of tangent.mp4 (107.3 MB)
MP4
27 The derivative of arctangent, method 1.mp4 (178.16 MB)
MP4
28 Some practice in differentiation, Exercise 1.mp4 (79.95 MB)
MP4
29 Some practice in differentiation, Exercise 2.mp4 (81.09 MB)
MP4
3 The derivative of monic monomials (power functions 1), method 2.mp4 (49.34 MB)
MP4
30 Some practice in differentiation, Exercise 3.mp4 (93.02 MB)
MP4
31 Some practice in differentiation, Exercise 4.mp4 (143.97 MB)
MP4
32 Some practice in differentiation, Exercise 5.mp4 (162.48 MB)
MP4
33 Some practice in differentiation, Exercise 6.mp4 (53.56 MB)
MP4
34 Some practice in differentiation, Exercise 7.mp4 (84.86 MB)
MP4
35 Some practice in differentiation, Exercise 8.mp4 (122.38 MB)
MP4
36 Some practice in differentiation, Exercise 9.mp4 (106.52 MB)
MP4
37 Some practice in differentiation, Exercise 10.mp4 (235.85 MB)
MP4
38 Differentiability of piecewise functions, Exercise 11.mp4 (122.37 MB)
MP4
39 The derivative of the sine of a scaled argument.mp4 (231.31 MB)
MP4
4 The derivative of roots (power functions 2), method 1.mp4 (306.34 MB)
MP4
40 Differentiability of piecewise functions, Exercise 12.mp4 (392.36 MB)
MP4
41 Multiple zeros of polynomials and the round shapes of the graphs.mp4 (286.67 MB)
MP4
42 A really cool problem about polynomials, Problem 1.mp4 (172.43 MB)
MP4
43 The one with a picture, Problem 2.mp4 (378.56 MB)
MP4
44 Finding the tangent line, Problem 3.mp4 (432.12 MB)
MP4
45 Where to find more exercises for practice; some hints and tricks.mp4 (261.98 MB)
MP4
5 The derivative of power functions 3, method 1.mp4 (343.83 MB)
MP4
6 The derivative of sine, method 1.mp4 (210.16 MB)
MP4
7 The derivative of cosine, method 1.mp4 (118.24 MB)
MP4
8 The derivative of sine and cosine, method 2.mp4 (66.2 MB)
MP4
9 The derivative of sine inverse, method 1.mp4 (305.71 MB)
MP4
1 About this section; some reading recommendations.mp4 (41.58 MB)
MP4
10 Some useful formulas from Precalculus 4.mp4 (32.43 MB)
MP4
11 The derivative of power functions 5.mp4 (165.11 MB)
MP4
12 The derivative of exponential functions.mp4 (82.33 MB)
MP4
13 Neither exponential nor power functions.mp4 (53.32 MB)
MP4
14 Back to some details from Videos 48 and 77.mp4 (51.31 MB)
MP4
15 The Chain Rule, an example.mp4 (73.15 MB)
MP4
16 How to handle differentiation in easy and complicated cases.mp4 (457.26 MB)
MP4
17 Some practice in differentiation (ChR), Exercise 1.mp4 (245.06 MB)
MP4
18 Some practice in differentiation (ChR), Exercise 2.mp4 (160.81 MB)
MP4
19 Some practice in differentiation (ChR), Exercise 3.mp4 (195.79 MB)
MP4
2 Repetition from Precalculus 1 compositions of functions.mp4 (56.74 MB)
MP4
20 Some practice in differentiation (ChR), Exercise 4.mp4 (245.35 MB)
MP4
21 Some practice in differentiation (ChR), Exercise 5.mp4 (201.73 MB)
MP4
22 Some practice in differentiation (ChR), Exercise 6.mp4 (169.92 MB)
MP4
23 Some practice in differentiation (ChR), Exercise 7.mp4 (221.8 MB)
MP4
24 Some practice in differentiation (ChR), Exercise 8.mp4 (216.64 MB)
MP4
25 Some practice in differentiation (ChR), Exercise 9.mp4 (198.6 MB)
MP4
26 Some practice in differentiation (ChR), Exercise 10.mp4 (429.74 MB)
MP4
27 Derivatives of hyperbolic functions, Exercise 11.mp4 (206.63 MB)
MP4
28 Derivatives of inverse hyperbolic functions, Exercise 12.mp4 (109.81 MB)
MP4
29 Related rates and The Chain Rule.mp4 (53.35 MB)
MP4
3 Transformations of graphs that involve scalings of the argument.mp4 (115.07 MB)
MP4
30 Related Rates, Problem 1.mp4 (195.47 MB)
MP4
31 Related Rates, Problem 2.mp4 (186.86 MB)
MP4
32 Related Rates, Problem 3.mp4 (145.49 MB)
MP4
33 Related Rates, Problem 4.mp4 (258.73 MB)
MP4
34 Related Rates, Problem 5.mp4 (125.97 MB)
MP4
35 More practice in the article and in the book.mp4 (79.33 MB)
MP4
4 The Chain Rule the theorem, an example, and a proof.mp4 (226.26 MB)
MP4
5 A generalization of The Chain Rule and some related topics.mp4 (230.85 MB)
MP4
6 Back to Video 87 in Precalculus 1.mp4 (421.63 MB)
MP4
7 Back to Video 88 from Pre1 the order of functions in a composition is important.mp4 (167.37 MB)
MP4
8 The derivative of power functions 3, method 3.mp4 (153.98 MB)
MP4
9 The derivative of power functions 4.mp4 (152.8 MB)
MP4
1 Derivative of functions inverse to differentiable functions, an intuition.mp4 (117.1 MB)
MP4
10 Optional A theoretical statement about tangent lines.mp4 (259.59 MB)
MP4
11 The derivative of an inverse, Problem 1.mp4 (780.71 MB)
MP4
12 The derivative of an inverse, Problem 2.mp4 (221.16 MB)
MP4
13 The derivative of an inverse, Problem 3.mp4 (322 MB)
MP4
2 Derivative of functions inverse to differentiable functions, the theorem.mp4 (92.92 MB)
MP4
3 Derivative of functions inverse to differentiable functions, Example 1.mp4 (410.53 MB)
MP4
4 The derivative of an inverse, Example 2.mp4 (109.32 MB)
MP4
5 The derivative of roots (power functions 2), method 2.mp4 (225.77 MB)
MP4
6 The derivative of the natural logarithm, method 2.mp4 (87.61 MB)
MP4
7 The derivative of sine inverse, method 2.mp4 (208.93 MB)
MP4
8 The derivative of arctangent, method 2.mp4 (105.99 MB)
MP4
9 Optional Intercept equations of straight line.mp4 (398.96 MB)
MP4
1 Lots of theory that can be illustrated in a very intuitive way.mp4 (69.67 MB)
MP4
10 Rolle's Theorem, Example 2.mp4 (271.08 MB)
MP4
11 The Mean Value Theorem (Lagrange).mp4 (105.39 MB)
MP4
12 Lagrange's Theorem, Example 1.mp4 (299.38 MB)
MP4
13 Lagrange's Theorem, Example 2.mp4 (205.92 MB)
MP4
14 Lagrange's Theorem, Example 3.mp4 (569.71 MB)
MP4
15 Extended Mean Value Theorem (Cauchy).mp4 (73.16 MB)
MP4
16 Darboux property for derivatives.mp4 (88.78 MB)
MP4
17 Darboux property for derivatives, some examples.mp4 (255.25 MB)
MP4
18 About monotonicity of differentiable functions.mp4 (82.95 MB)
MP4
19 About monotonicity of differentiable functions, some examples.mp4 (89.67 MB)
MP4
2 The concepts of maximum and minimum are not reserved for continuous functions.mp4 (115.65 MB)
MP4
20 Monotonicity of exponential functions.mp4 (78.42 MB)
MP4
21 Back to the derivatives of inverse functions, Problem 4.mp4 (421.62 MB)
MP4
22 Functions with derivative equal to zero.mp4 (48.42 MB)
MP4
23 Corollary about functions that have the same derivative on an interval.mp4 (79.73 MB)
MP4
24 Back to Video 106 explaining some subtleties in the Corollary in V152.mp4 (314.35 MB)
MP4
25 Back to Video 107 explaining some subtleties in the Corollary in V152.mp4 (134 MB)
MP4
26 Optional Back to Video 107; a trigonometry-based solution.mp4 (332.02 MB)
MP4
3 The concept of monotonicity is not reserved for continuous functions.mp4 (148.62 MB)
MP4
4 Lemma about positive and negative derivatives.mp4 (135.52 MB)
MP4
5 Absolute values and cusps proof of part C2 2 from V21.mp4 (331.57 MB)
MP4
6 Fermat's Theorem Necessary condition for extremums at interior points.mp4 (116.65 MB)
MP4
7 Critical (stationary) points and singular points; plateaus.mp4 (74.57 MB)
MP4
8 Rolle's Theorem About existence of a stationary point.mp4 (38.99 MB)
MP4
9 Rolle's Theorem, Example 1.mp4 (293.73 MB)
MP4
1 You know everything you need to know about monotonicity and optimisation.mp4 (103.63 MB)
MP4
10 The Second Derivative Test.mp4 (351.26 MB)
MP4
11 Comparison between two tests advantages and disadvantages.mp4 (106.65 MB)
MP4
12 Optimisation of continuous functions on compact and non-compact domains.mp4 (63.71 MB)
MP4
13 Optimisation, Problem 1.mp4 (441.82 MB)
MP4
14 Optimisation, Problem 2.mp4 (177.74 MB)
MP4
15 Optimisation, Problem 3.mp4 (538.14 MB)
MP4
16 Optimisation, Problem 4.mp4 (216.69 MB)
MP4
17 Optimisation, Problem 5.mp4 (340.78 MB)
MP4
18 Comparing numbers, Problem 6.mp4 (51.52 MB)
MP4
19 Comparing numbers, Problem 7.mp4 (286.47 MB)
MP4
2 Polynomials some examples from Precalculus 2 revisited.mp4 (92.71 MB)
MP4
3 How to find the vertex of a parabola if you hate completing the square.mp4 (324.27 MB)
MP4
4 A rational function, Problem 1 from V220 in Calc1p1.mp4 (235.96 MB)
MP4
5 The one with two square roots, Problem 2 from V221 in Calc1p1.mp4 (427.01 MB)
MP4
6 The one with arctangent, Problem 3 from V222 in Calc1p1.mp4 (125.26 MB)
MP4
7 Where the derivative doesn't help much, Problem 4 from V223 in Calc1p1.mp4 (64.9 MB)
MP4
8 The one with a one-sided vertical asymptote, Problem 5 from V224 in Calc1p1.mp4 (25.61 MB)
MP4
9 The First Derivative Test.mp4 (162.59 MB)
MP4
1 Convexity, concavity, inflection points.mp4 (173.17 MB)
MP4
2 Convexity, concavity, inflection points many examples.mp4 (178.47 MB)
MP4
3 Convexity, Problem 1.mp4 (164.32 MB)
MP4
4 Convexity, Problem 2.mp4 (191.39 MB)
MP4
5 Convexity, Problem 3.mp4 (178.71 MB)
MP4
1 l'Hôpital's rule, the theorem with a proof (in an article).mp4 (101.8 MB)
MP4
10 l'Hôpital's rule, Exercise 9.mp4 (138.62 MB)
MP4
2 l'Hôpital's rule, Exercise 1.mp4 (270.39 MB)
MP4
3 l'Hôpital's rule, Exercise 2.mp4 (102.58 MB)
MP4
4 l'Hôpital's rule, Exercise 3.mp4 (128.36 MB)
MP4
5 l'Hôpital's rule, Exercise 4.mp4 (186.7 MB)
MP4
6 l'Hôpital's rule, Exercise 5.mp4 (213.89 MB)
MP4
7 l'Hôpital's rule, Exercise 6.mp4 (129.46 MB)
MP4
8 l'Hôpital's rule, Exercise 7.mp4 (101.69 MB)
MP4
9 l'Hôpital's rule, Exercise 8.mp4 (140.12 MB)
MP4
Code:
Bitte
Anmelden
oder
Registrieren
um Code Inhalt zu sehen!
Code:
Bitte
Anmelden
oder
Registrieren
um Code Inhalt zu sehen!