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Calculus at Menlo-Atherton
Добавлен 12 сен 2017
§16.6 Equation of a Tangent Plane to a Parametrized Surface
§16.6 Equation of a Tangent Plane to a Parametrized Surface
Просмотров: 2 253
Видео
RatioTest
Просмотров 883 года назад
The Ratio Test for the convergence or divergence of infinite series. Statement of the test with condition, examples to show when the test is inconclusive, and four comprehensive examples of the application of the test
Derivatives of Natural Logs
Просмотров 804 года назад
Derive the formula for the derivative of a natural log, with examples
Algebraic Simplification
Просмотров 1504 года назад
factoring to simplify a complicated expression algebraically
Planes in 3-Space
Просмотров 444 года назад
Introduction to planes in 3-space, including consideration of the equation in vector form, component form & symmetric form. Includes 3 example problems
Average Value
Просмотров 734 года назад
How to calculate the average value of a continuous function over a closed interval
Definition of the Derivative
Просмотров 804 года назад
How to calculate the derivative of a function using the the definition of the derivative ... the limit of the slope formula as the two points are brought infinitely close together (as the distance between the two points approaches zero)
Shell Method
Просмотров 824 года назад
Calculating volumes of solids of revolution using the shell method
limits involving infinity
Просмотров 1004 года назад
evaluate limits of rational functions as x approaches positive or negative infinity
CycloidParametrization
Просмотров 254 года назад
Given a description of a curve (a cycloid), determine a parametrization for it
§5-1 Area Integration
Просмотров 504 года назад
Use integration to find the area of the bounded region (in terms of both x and y)
Thoughts on PreCalculus Review assignment
Просмотров 704 года назад
Thoughts on PreCalculus Review assignment
§16.4 Green's Theorem & Conservative Vector Fields
Просмотров 1714 года назад
§16.4 Green's Theorem & Conservative Vector Fields
§16-3 The Fundamental Theorem of Line Integrals & Closed Curves
Просмотров 1174 года назад
§16-3 The Fundamental Theorem of Line Integrals & Closed Curves
§16.3 Fundamental Theorem of Line Integrals
Просмотров 2124 года назад
§16.3 Fundamental Theorem of Line Integrals
§16.2 Examples for how to calculate line integrals of vector fields
Просмотров 3074 года назад
§16.2 Examples for how to calculate line integrals of vector fields
§16.2 Line Integrals of Vector Fields
Просмотров 1,7 тыс.4 года назад
§16.2 Line Integrals of Vector Fields
§15.2 Average Value of a Function of 2 Variables
Просмотров 2935 лет назад
§15.2 Average Value of a Function of 2 Variables
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Can we take square of the d(x) to make our calculations easier?
Gotta love freshman year
Very Clear, thank you!
Thanks so much. You are the best!!! Most straightforward and useful tutorial by far.
Well taught, Thank you so much
Great video. Helped me alot and really clear as well. Doing proofs is always super hard
Nabla
Can we make the curl a shoebill next time?
Thank you so much you just saved me from crying. ily ♡
Thank you! Great video
at 9:12, why is it square root 5/2? doesn't 10/4 simply to 5/2?
Because the formula a^2 - b^2 = (a+b) * (a - b) was used
A calculus classic 👌
Superb videoo
The highest quality
This channel deserves the hype
Highly educational!
MANY VIDEOS ON SOLVING THIS PROBLEM ARE ON UTUBE AND THEY ARE ALL SO CONFUSING >>>BUT THIS GAL NAILED IT. SHE MAKES IT CRYSTAL CLEAR>>> SEE WHAT A DIFFERENCE A GOOD PROF CAN MAKE IN MATH !
Very good educating video
Saved me on my homework, my professor forgot to go over this in class and then assigned it for homework. Couldn't wrap my head around it.
Thanks!
I am going to fail
what was your exam reuslt ?.
I am going to fail, too.
@@achingaster1199 Dont worry, I am about to be a mech eng. we all take Ls
@@Hubertusthesaint wishing good things to ya, stranger
@@Hubertusthesaint How did everything go lol.
Thanks for this video, this question was actually pretty difficult for me and this helped a lot.
1:02 Bless you!
kinda funny hearing you define an equilateral triangle for people taking calculus
When justifying that the critical number is a maximum you state that the second derivative at a/4 is less then 0, why is this? Shouldn't it be A"(x)<0 instead of A"(a/4)<0. This is a great video, thanks.
Isaac Rumy, It is true that A''(x)<0, which means that the second derivative is negative for all x-values. You could say that also. In my justification, I was talking specifically about the point on the curve when x=a/4. But it would be correct also to say that the second derivative is negative at all points on the graph, and the first derivative equals zero when x=a/4. Therefore, A(a/4) must be a maximum point.
10/10