13.2: Derivatives and Integrals of Vector Functions (1/2)
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- Опубліковано 7 сер 2024
- Objectives:
6. Define the derivative of a vector-valued function.
7. Prove that the derivative of a vector function is the sum of the derivatives of the component functions.
8. Compute the derivatives of dot and cross product of vector functions.
I wish you had been my calc 3 teacher, these videos have helped a ton!
me too. This is in Calc II at University of Toronto Engineering Physics ...
Thank you so much for posting these!!
you are THE GOATTTTTT
37:20 “If you take the derivative bless you of r 1” was so streamlined I had to roll back and make sure it happened :D
Also, I guess if I’m commenting I might as well thank you for the videos. The fact that you’re in an actual class makes a huge difference from other channels where you’re aware of how much you need to go into detail in order for the people listening to you to understand. Although I suppose that intuition probably comes to you by the virtue of being a teacher as well. Anyways point is you’re awesome, thank you.
Thank u mam,it helped me a lot in my xams..🙏
How and where can we get these excellent notes
Thanks!
Thank you ❤️😍
your videos are really good, but I wish you explained a little more on the smaller steps bcz your students might know them, However I do not. Thank you
33.56 i’m a little confused why wasnt the angle found using theta=cos^1(sqrt3/2)
It was - my notation is just poor.
I started with cos(theta) = sqrt(3)/2. Then theta = cos^-1(sqrt(3)/2).
@@alexandraniedden5337 Thank you! also you’re an amazing professor, you’re videos have made calc3 more enjoyable and got me a 93 on the first test! Again thanks a bunch!:)
Sorry ma`am where did you get the 2t^5 in using the cross product because i am getting 4t^6
Can you give me a time stamp to reference please? Thanks!
you really saved the death
Are you from Houston?
No - Chicago!
Is there a part 2 for this?
Yes, here: ua-cam.com/video/zFZ1djSubOs/v-deo.html