FreeCourseLab com Udemy - Become a Calculus 1 Master

1. 1. Calculus 1 - Introduction & Resources/1. Hi! START HERE Course overview.mp411.51MB
2. 10. Limits & Continuity - Continuity/4. Introduction to continuity.mp42.55MB
3. 10. Limits & Continuity - Continuity/6. Removable discontinuities.mp48.34MB
4. 10. Limits & Continuity - Continuity/7. Jump discontinuities.mp415.56MB
5. 10. Limits & Continuity - Continuity/9. Infiniteessential discontinuities.mp413.06MB
6. 11. Limits & Continuity - Intermediate value theorem/4. Intermediate value theorem.mp46.75MB
7. 11. Limits & Continuity - Intermediate value theorem/6. Intermediate value theorem with an interval.mp47.76MB
8. 11. Limits & Continuity - Intermediate value theorem/8. Intermediate value theorem without an interval.mp410.4MB
9. 12. Limits & Continuity - Solving limits/10. Solving with conjugate method.mp45.39MB
10. 12. Limits & Continuity - Solving limits/13. Infinite limits (vertical asymptotes).mp412.41MB
11. 12. Limits & Continuity - Solving limits/15. Crazy graphs.mp48.49MB
12. 12. Limits & Continuity - Solving limits/18. Trigonometric limits.mp43.84MB
13. 12. Limits & Continuity - Solving limits/21. Making the function continuous.mp410.49MB
14. 12. Limits & Continuity - Solving limits/4. Solving with substitution.mp41.99MB
15. 12. Limits & Continuity - Solving limits/7. Solving with factoring.mp43.49MB
16. 13. Limits & Continuity - Squeeze theorem/4. Squeeze theorem.mp43.64MB
17. 13. Limits & Continuity - Squeeze theorem/6. Squeeze theorem, limit of an inequality.mp44.86MB
18. 14. Derivatives - Definition of the derivative/3. Introduction to derivatives.mp417.59MB
19. 14. Derivatives - Definition of the derivative/5. Difference quotient.mp45.41MB
20. 14. Derivatives - Definition of the derivative/8. Definition of the derivative.mp416.74MB
21. 15. Derivatives - Derivative rules/12. Product rule, two functions.mp410.38MB
22. 15. Derivatives - Derivative rules/15. Product rule, three or more functions.mp49.42MB
23. 15. Derivatives - Derivative rules/18. Quotient rule.mp421.07MB
24. 15. Derivatives - Derivative rules/21. Reciprocal rule.mp412.47MB
25. 15. Derivatives - Derivative rules/4. Power rule.mp44.84MB
26. 15. Derivatives - Derivative rules/5. Power rule, example 2.mp46.7MB
27. 15. Derivatives - Derivative rules/7. Power rule for negative exponents or powers in the denominator.mp412.41MB
28. 15. Derivatives - Derivative rules/9. Power rule for fractional powers or radicals.mp417.4MB
29. 16. Derivatives - Chain rule/10. Chain rule with quotient rule.mp412.91MB
30. 16. Derivatives - Chain rule/13. Chain rule with trig functions.mp48.81MB
31. 16. Derivatives - Chain rule/4. Chain rule with power rule.mp45.72MB
32. 16. Derivatives - Chain rule/7. Chain rule with product rule.mp415.59MB
33. 17. Derivatives - Derivatives of trig functions/12. Hyperbolic derivatives.mp44.27MB
34. 17. Derivatives - Derivatives of trig functions/15. Inverse hyperbolic derivatives.mp46.64MB
35. 17. Derivatives - Derivatives of trig functions/4. Trigonometric derivatives.mp421.06MB
36. 17. Derivatives - Derivatives of trig functions/5. Trigonometric derivatives, cotangent.mp44.57MB
37. 17. Derivatives - Derivatives of trig functions/8. Inverse trigonometric derivatives, arcsine.mp47.38MB
38. 17. Derivatives - Derivatives of trig functions/9. Inverse trigonometric derivatives, arccotangent.mp46.28MB
39. 18. Derivatives - Derivatives of ln(x) and e^x/10. Logarithmic differentiation.mp46.66MB
40. 18. Derivatives - Derivatives of ln(x) and e^x/11. Logarithmic differentiation, example 2.mp48.48MB
41. 18. Derivatives - Derivatives of ln(x) and e^x/13. Derivative of x^x.mp47.77MB
42. 18. Derivatives - Derivatives of ln(x) and e^x/4. Exponential derivatives.mp46.48MB
43. 18. Derivatives - Derivatives of ln(x) and e^x/7. Logarithmic derivatives.mp45.27MB
44. 18. Derivatives - Derivatives of ln(x) and e^x/8. Logarithmic derivatives, example 2.mp45.76MB
45. 19. Derivatives - Tangent and normal lines/11. Horizontal and vertical tangent lines and differentiability.mp414.75MB
46. 19. Derivatives - Tangent and normal lines/14. Normal lines.mp47MB
47. 19. Derivatives - Tangent and normal lines/17. Average rate of change.mp45.39MB
48. 19. Derivatives - Tangent and normal lines/4. Tangent lines.mp47.44MB
49. 19. Derivatives - Tangent and normal lines/6. Value that makes two tangent lines parallel.mp418.35MB
50. 19. Derivatives - Tangent and normal lines/8. Values that make the function differentiable.mp414.57MB
51. 2. Foundations of Calculus - Functions/10. Domain and range from a graph.mp46.32MB
52. 2. Foundations of Calculus - Functions/12. Even, odd, or neither.mp46.26MB
53. 2. Foundations of Calculus - Functions/3. Introduction to functions.mp417.61MB
54. 2. Foundations of Calculus - Functions/5. Vertical line test.mp45.15MB
55. 20. Derivatives - Implicit differentiation/11. Second derivatives.mp411.8MB
56. 20. Derivatives - Implicit differentiation/4. Implicit differentiation.mp410.11MB
57. 20. Derivatives - Implicit differentiation/7. Equation of the tangent line.mp419.03MB
58. 20. Derivatives - Implicit differentiation/8. Equation of the tangent line, example 2.mp46.22MB
59. 21. Applications of Derivatives - Optimization/11. Concavity.mp46.93MB
60. 21. Applications of Derivatives - Optimization/13. Second derivative test.mp43.39MB
61. 21. Applications of Derivatives - Optimization/4. Optimization.mp411.49MB
62. 21. Applications of Derivatives - Optimization/5. Critical points.mp414.41MB
63. 21. Applications of Derivatives - Optimization/7. Increasing and decreasing.mp48.12MB
64. 21. Applications of Derivatives - Optimization/9. First derivative test.mp416.41MB
65. 22. Applications of Derivatives - Sketching graphs/12. Extrema on a closed interval.mp412.69MB
66. 22. Applications of Derivatives - Sketching graphs/14. Sketching f(x) given f'(x), or vice versa.mp454.15MB
67. 22. Applications of Derivatives - Sketching graphs/3. Vertical asymptotes.mp411.12MB
68. 22. Applications of Derivatives - Sketching graphs/5. Horizontal asymptotes.mp47.35MB
69. 22. Applications of Derivatives - Sketching graphs/7. Slant asymptotes.mp42.97MB
70. 22. Applications of Derivatives - Sketching graphs/9. Sketching graphs.mp49.08MB
71. 23. Applications of Derivatives - Linear approximation/4. Linear approximation.mp43.77MB
72. 23. Applications of Derivatives - Linear approximation/6. Linear approximation to estimate a root.mp47.4MB
73. 23. Applications of Derivatives - Linear approximation/8. Linearization.mp45.35MB
74. 24. Applications of Derivatives - Related rates/11. Observer and the airplane.mp412.21MB
75. 24. Applications of Derivatives - Related rates/13. Ladder sliding down the wall.mp47.63MB
76. 24. Applications of Derivatives - Related rates/4. Introduction to related rates.mp416.86MB
77. 24. Applications of Derivatives - Related rates/5. Radius of the balloon.mp46.78MB
78. 24. Applications of Derivatives - Related rates/7. Price of the product.mp45.58MB
79. 24. Applications of Derivatives - Related rates/9. Water level in the tank.mp48.56MB
80. 25. Applications of Derivatives - Applied optimization/10. Time when velocity is minimum.mp44.46MB
81. 25. Applications of Derivatives - Applied optimization/11. Dimensions that maximize the volume of a box.mp411.71MB
82. 25. Applications of Derivatives - Applied optimization/12. Dimensions that minimize the surface area of an open top box.mp413.29MB
83. 25. Applications of Derivatives - Applied optimization/13. Width that minimizes the surface area of an open top box.mp413.3MB
84. 25. Applications of Derivatives - Applied optimization/14. Dimensions that maximize the volume of a cylinder.mp413.86MB
85. 25. Applications of Derivatives - Applied optimization/15. Dimensions that minimize the surface area of a cylinder.mp412.98MB
86. 25. Applications of Derivatives - Applied optimization/16. Maximum volume of a cone-shaped cup.mp418.85MB
87. 25. Applications of Derivatives - Applied optimization/17. Production level and sale price that maximize profit.mp413.62MB
88. 25. Applications of Derivatives - Applied optimization/18. Sales level that maximizes revenue.mp47.63MB
89. 25. Applications of Derivatives - Applied optimization/19. Maximum area of a rectangle inscribed in a semicircle.mp423.75MB
90. 25. Applications of Derivatives - Applied optimization/20. Dimensions that maximize the area of a rectangle inscribed in a triangle.mp422.26MB
91. 25. Applications of Derivatives - Applied optimization/21. Maximum volume of a cylinder inscribed in a sphere.mp421.76MB
92. 25. Applications of Derivatives - Applied optimization/4. Dimensions of a rectangle that maximize its area.mp48.72MB
93. 25. Applications of Derivatives - Applied optimization/5. Dimensions of a rectangle that minimize its perimeter.mp412.85MB
94. 25. Applications of Derivatives - Applied optimization/6. Dimensions that minimize page size with a given printed area.mp436.28MB
95. 25. Applications of Derivatives - Applied optimization/7. Two real numbers with minimum product.mp45.88MB
96. 25. Applications of Derivatives - Applied optimization/8. Two real numbers with minimum sum of squares.mp48.32MB
97. 25. Applications of Derivatives - Applied optimization/9. Point on the line closest to another point.mp46.78MB
98. 26. Applications of Derivatives - Derivative theorems/10. Newton's method.mp49.62MB
99. 26. Applications of Derivatives - Derivative theorems/13. L'Hospital's rule.mp42.16MB
100. 26. Applications of Derivatives - Derivative theorems/16. Limits at infinity (horizontal asymptotes).mp416.88MB
101. 26. Applications of Derivatives - Derivative theorems/4. Mean value theorem.mp412.35MB
102. 26. Applications of Derivatives - Derivative theorems/7. Rolle's theorem.mp45.29MB
103. 27. Applications of Derivatives - Physics/10. Vertical motion, coin dropped from the roof.mp426.16MB
104. 27. Applications of Derivatives - Physics/4. Position function.mp42.75MB
105. 27. Applications of Derivatives - Physics/5. Position function of a particle.mp419.88MB
106. 27. Applications of Derivatives - Physics/8. Vertical motion, ball thrown up from the ground.mp410.66MB
107. 28. Applications of Derivatives - Economics/4. Marginal cost, revenue, and profit.mp451.83MB
108. 29. Applications of Derivatives - Exponential growth and decay/10. Sales decline.mp47MB
109. 29. Applications of Derivatives - Exponential growth and decay/4. Half life.mp47.56MB
110. 29. Applications of Derivatives - Exponential growth and decay/7. Compounding interest.mp42.93MB
111. 3. Foundations of Calculus - Graphing functions/10. Equation of a line in point-slope form.mp413.9MB
112. 3. Foundations of Calculus - Graphing functions/13. Equation of a line in slope-intercept form.mp411.06MB
113. 3. Foundations of Calculus - Graphing functions/15. Graphing parabolas.mp413.39MB
114. 3. Foundations of Calculus - Graphing functions/17. Finding center and radius of a circle.mp45.18MB
115. 3. Foundations of Calculus - Graphing functions/19. Graphing circles.mp410.84MB
116. 3. Foundations of Calculus - Graphing functions/3. Equation modeling.mp49.82MB
117. 3. Foundations of Calculus - Graphing functions/5. Modeling a piecewise-defined function.mp47.73MB
118. 3. Foundations of Calculus - Graphing functions/7. Sketching graphs from story problems.mp45.84MB
119. 30. Final exam and wrap-up/2. Wrap-up.mp47.19MB
120. 4. Foundations of Calculus - Modifying functions/3. Combinations of functions.mp49.14MB
121. 4. Foundations of Calculus - Modifying functions/5. Composite functions.mp43.55MB
122. 4. Foundations of Calculus - Modifying functions/7. Composite functions, domain.mp414.06MB
123. 5. Foundations of Calculus - Inverse functions and logarithms/10. Laws of logarithms.mp46.12MB
124. 5. Foundations of Calculus - Inverse functions and logarithms/4. Horizontal line test (1-to-1).mp45.71MB
125. 5. Foundations of Calculus - Inverse functions and logarithms/6. Inverse functions.mp44.93MB
126. 5. Foundations of Calculus - Inverse functions and logarithms/8. Finding the equation of a function from points on its inverse.mp49.08MB
127. 6. Foundations of Calculus - Other functions and trigonometry/10. Long division of polynomials.mp47.51MB
128. 6. Foundations of Calculus - Other functions and trigonometry/12. Unit circle.mp427.84MB
129. 6. Foundations of Calculus - Other functions and trigonometry/4. Quadratic formula.mp47.02MB
130. 6. Foundations of Calculus - Other functions and trigonometry/7. Completing the square.mp47.94MB
131. 7. Limits & Continuity - Idea of the limit/3. Introduction to limits and continuity.mp415.72MB
132. 8. Limits & Continuity - Formal definition of the limit/11. Precise definition of the limit, finding delta.mp410.09MB
133. 8. Limits & Continuity - Formal definition of the limit/4. One-sided limits.mp48.51MB
134. 8. Limits & Continuity - Formal definition of the limit/6. Proving that the limit does not exist.mp48.8MB
135. 8. Limits & Continuity - Formal definition of the limit/9. Precise definition of the limit.mp411.94MB
136. 9. Limits & Continuity - Combinations and composites/3. Limits of combinations.mp415.23MB
137. 9. Limits & Continuity - Combinations and composites/5. Limits of composites.mp436.03MB