- Видео 142
- Просмотров 62 170
Ira Rosenthal
США
Добавлен 21 фев 2011
These videos cover most of the topics covered in calculus I and calculus II.
3.2 (a) Finding area of non positive functions; practice with integration including trig functions
3.2 (a) Finding area of non positive functions; practice with integration including trig functions
Просмотров: 5
Видео
3.1 (b) Intro to Fundamental theorem and examples
Просмотров 2117 часов назад
3.1 (b) Intro to Fundamental theorem and examples
3.1 (a) summation notation and approximating area under a curve
Просмотров 717 часов назад
3.1 (a) summation notation and approximating area under a curve
Lesson 3.5a: Part 1 - Intro to exponential growth and separable equations
Просмотров 332 часа назад
Derivation of the exponential growth formula from the assumption "the rate of growth is proportional to the existing amount."
Lesson 3.5a - part 2: Exponential growth equation example (separable differential equation)
Просмотров 102 часа назад
Lesson 3.5a - part 2: Exponential growth equation example (separable differential equation)
Lesson 3.5a: Part 3 Exponential growth examples
Просмотров 232 часа назад
Lesson 3.5a: Part 3 Exponential growth examples
1.4a part 3 shortcut rules for differentiation updated
Просмотров 92 месяца назад
Additional examples on differentiation rules, including the product rule and the quotient rules.
1.8 Implicit Differentiation - part 1 Intro and examples
Просмотров 172 месяца назад
1.8 Implicit Differentiation - part 1 Intro and examples
1.6 part 1 Chain rule intro and some examples
Просмотров 163 месяца назад
Chain rule for finding derivative of composition of functions
1.4b Derivatives involving trig functions part 1
Просмотров 123 месяца назад
Derivatives of trig functions
1.4b Derivatives of trig functions part 2 additional examples
Просмотров 93 месяца назад
Derivatives of trigonometric functions - examples
1.5 part 3 - application of derivatives in context
Просмотров 63 месяца назад
Interpreting the meaning of derivative in context. Applications of derivatives
1.5 part 2 another example of velocity and acceleration
Просмотров 63 месяца назад
Application of derivatives: finding velocity , acceleration, maximum height etc
1.5 part 1 - applications of derivative: velocity acceleration
Просмотров 113 месяца назад
1.5 part 1 - applications of derivative: velocity acceleration
1.4a part 2 Product rule for differentiation and intro to the quotient rule
Просмотров 163 месяца назад
1.4a part 2 Product rule for differentiation and intro to the quotient rule
1.4a part 1 Shortcut rules for derivatives
Просмотров 183 месяца назад
1.4a part 1 Shortcut rules for derivatives
Integration by parts part 5 Circular problems
Просмотров 342 года назад
Integration by parts part 5 Circular problems
Integration by parts part4 integrals involving inverse trig functions
Просмотров 412 года назад
Integration by parts part4 integrals involving inverse trig functions
Integration by parts part 3 Integrals involving natural log function
Просмотров 412 года назад
Integration by parts part 3 Integrals involving natural log function
Integration by parts part 2 repeated use of the formula
Просмотров 272 года назад
Integration by parts part 2 repeated use of the formula
Integration by parts - part 1 derivation of formula and first few examples
Просмотров 472 года назад
Integration by parts - part 1 derivation of formula and first few examples
2.5b Differentials and linearization part 1- brief version
Просмотров 603 года назад
2.5b Differentials and linearization part 1- brief version
Optimization part 4 cylinder and minimum cost of laying wire
Просмотров 713 года назад
Optimization part 4 cylinder and minimum cost of laying wire
This is helping me so much at FAU! Thank you so much professor, this video is gold.
Awesome
very nice explanation. there is also one good channel related to calculus, ruclips.net/video/eriPrVVD7OM/видео.html, do Subscribe it, if you like it. Me subscribed yours’s
Awesome
thank you so much for sharing!
you answered all my qustions
Thank you, you helped me a lot
Great trigonometry tutorial. Thank you!
Very well done. Since pressure at a depth does not depend on amount (as in volume) of water above but rather depth of water to that point the following is true. Consider the force on the bottom of a container of water of depth 10 feet and a bottom area of 1 square foot. No matter the shape, were a weigh scale placed inside and at the bottom of the container it would register the same value of 624 pounds (62.4 x 10) whether the container held 5 pounds or 5000 pounds of water. My example is similar to that of a dam with an inch or foot of water behind it compared to a dam with a mile of water - they both exert the same force on the dam.
i fucking hate this stupid fucking binder i cant fucking upload anything, it uploads pics 60x60 fucking live shit
You have a very pretty voice :) Also thanks for the review
why is it that partial fractions is always deleted from the precalculus syllabus? It would be nice to have a basic understanding before having to integrate these functions
Very good Lecture mam. Very easy to understand the tricks for solving the integrals.
Good write up.
I cannot see the board