Math 2B. Calculus. Lecture 07. Areas Between Curves.

preview_player
Показать описание
UCI Math 2B: Single-Variable Calculus (Fall 2013)
Lec 07. Single-Variable Calculus -- Areas Between Curves --
Instructor: Natalia L. Komarova Ph.D.

License: Creative Commons CC-BY-SA

Description: UCI Math 2B is the second quarter of Single-Variable Calculus and covers the following topics: Definite integrals; the fundamental theorem of calculus. Applications of integration including finding areas and volumes. Techniques of integration. Infinite sequences and series. Parametric and polar equations.

Recorded on October 12, 2013

Рекомендации по теме
Комментарии
Автор

She saves steps, rushes and brushes through topics. She's teaching to only the brightest student in the class, that's not good.

Matlockization
Автор

Thanks a lot ! This course is very interesting...

berraiscomputerengineerig
Автор

In the example 'the car chase', velocity is not constant, it started from zero at time equal zero, and it is 30 or 20 at time equal 2 seconds, whichever be the car. You must calculate the area between zero and two seconds with rectangle triangle area, then for the other intervals you have to use the rectangle trapeze area.

luiscarloscornejodominguez
Автор

I like her! I know others were critical but I thought she was easy to follow.

Scuba_Bro
Автор

Just copy and paste...i am in India and in standard 12 (age 18) I gurantee that I can give a better lecture in area under curves....man these western maths just cringes me so much...

madovergaming
Автор

''Areas between curves''. Wow! Did she really mean it?

willynilly
Автор

....and then there is Professor Leonard

zachrayjohnninan
Автор

Oh I love y our lecture, you make me understand all points may A Allah (God) bless you

Ommbye
Автор

the easiest way to calculate area between functions is the double integration method SSdxdy

matkontakos
Автор

7:22 put playspeed at 0.25 this us when you start playing some unskinny bop by poison for the first time 😂😂

ryanbrazeal
Автор

sin(3pi/4) however is NOT -1/sqrt(2), but is instead the positive one, since were in the second quadrant? Am I wrong?

jontepxb
Автор

39:00 I think its 1/(square root of 2)

kostasvasilopoulos
Автор

she do be going faster than the flash tho lol why does it feel like she's in a rush to get this shit over with LMAO

HettyPatel
Автор

Too long. (long approach) Substitute as an element of the area bounded by curves and just integrate from there and this idea will still be applicable with solids/volume/ centroids/ and inertia. Good for theoretical explanation.

p.j.pauljefferson_tv.
Автор

Mam ask me question is x^x+(sin)^sinx differentiation so give the answer is this question

anilKumar-vkqm
Автор

Ye engineering ka mathematics hai please comment

technicaltrick
Автор

The last integral is wrong the result is 9/2.

manfredquasten
Автор

I 'm minoring Maths and wish I have other videos on the remaining like proof etc. you can lecture 

Ommbye
Автор

Which career path or where is the practical implication of this?

colecoleman
Автор

it's a shame i never had any teachers, wearing nice tops like that.

nicktomaras