Multivariable Taylor Polynomials

A lecture on how to calculate Taylor polynomials and series for functions of two variables. Such ideas are useful in approximation of functions. We show where the polynomial representation comes from.

[DrChrisTisdell]

Hi - why not try it for the function in this video at (1, 0) and then at (1, pi/2)?

[DrChrisTisdell]

My pleasure and you might like to check out my new free ebook which has more examples.

[sudalaitech]

Dude, How to find error in approximation using the next term?

[rothr]

your videos are incredibly helpful, thank you so much for posting them!

[npjevac]

This cleared up a lot of confusion -- thank you.

[hakkbak]

This guy's voice reminds me so much of Summer heights high xD. But that being said, a fantastic explanation

[toastersman]

Well it seems to work, but I have to use the definition of a Taylor Serie..which makes the process longer. Am I right?

[watusernameshudiuse]

I wish you taught math1251. you're explanations are so much better than dr. grundling's

[kesdabest]

@ 4.22The Taylor polynomial of ''function f ABOUT " x=a is

[toastersman]

Can I use your "trick" when I am at another point then (0, 0)?

[donaldmoon]

The writing is so small that I could not read it in video.  What is the formula for the remainder of a taylor polynomial with two independent variables ?

[ssgh]

great lecture. thanks so much. keep the vids coming!!

[DrChrisTisdell]

Sorry for the late reply, but thanks!