14.4: Tangent Planes and Linear Approximations (1/2)

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Objectives:
7. Define the total differential.
8. Use the total differential to approximate the change in a function.

Alexandra Niedden

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Don't listen to your students, your drawings are awesome!

EugeneZ.

So much better than my mathematics lecturers at my university. Thank you so much for these videos!

krtical

I love how my laziness answered your question "YES" when you asked if you should stop and continue tomorrow. (Thanks for the videos, life savior)

tahhanu

Thank you so much for these videos. You are single handedly getting me through second year Advanced Calculus.

liamstanzmusic

Thank you for the lectures! They are so thorough! What pens do you use? I get satisfaction from the little things in life! :D

MeetPatel-ehni

thank you for spending the time to derive everything and going through examples!

johnngo

Those lectures help me a lot, I'm thankful to you :)

hussainmd

Hey, not sure if you're still responding to comments but I'm really wondering what the point of linearization is. Go through the hassle of finding the linearization, only to plug it in and get an approximate value for Z? Why not just plug our point in the original function and get the precise value? Amazing video by the way!

theodoremercutio

alexandra, you got the neatest engineering writing in the club!, it flows naturally, looks like journal in code

ikennao

thank you so much for these videos! your lectures are much easier for me to understand than my own professor's

tangerinesandvibes

Great review. Strange how there are almost never any questions

elshazlio

Thank you very much, grettings from Argentina

AugustoActis

The best on this topic. ❤ U mam. Thanks from India.

spdas

Very concise and straightforward. Thank you!

natevegh

too good, cannot say enough how good it is

dennischen

I've watched all your videos, You're the reason i'm passing my shit

james_dinham

Awesome stuff, is there a video covering 14.3?

brendanbuckner

I think it is x=a plus delta x Not at delta x
Anyway great explanation on the materials

mohammedalmahruqi

Thank you so much for these amazing videos, they are so clear and I am able to understand everything. Just wondering, what is the textbook called that you are using?

CristínCampbell

What textbook were you using in the video please?

calebaniagyei

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