thank you so much for the clear and concise explanation! my calc teacher is hard to listen to and her lecture is often confusing but urs is perfectly clear.
I'll do my best! I have a Wacom tablet to write. (I'd suggest the Wacom One if you have the budget or the Wacom Intuos if you need a more affordable option... that one does not have a screen though). Then, I just open my PowerPoint and present. I select the pen tool so that I can write on the screen. I use Camtasia to record my screencast and then edit it when I'm done. Hope that helps! I'll be posting a video very soon showing more about the Wacom tablet options and how they work with PowerPoint or Pear Deck... which I also love using with my classes.
Hi. In my calculus book by stewart. Section 5.4 is called "Indefinite integrals & the net change theorem". I dont think youve made a video for that one?
Cesar M. It sounds like that chapter might combine multiple videos from this chapter 5 playlist? For example, this video covers the net change theorem (fundamental theorem of calculus part 2). I first talk about indefinite integrals in the 4.8 antiderivatives video. Sorry, I’m not positive exactly what would be covered in your section 5.4 to know what videos to match it to... but seems like this video should have a good deal of overlap
An indefinite integral does not have bounds on it. For example, ∫9x^2 + 8 dx = 3x^3 + 8x + C A definite integral has bounds and its solution would be a number, examples: th-cam.com/video/sT6KedSyfiE/w-d-xo.html I hope that helps clarify!
in your previous videos, you pretty much covered everything but on this video you went through it quick :) Still thank you very much :) I personally prefer more and more example
Thanks for the comment. I know, some sections are harder & faster than others! I'll work on making some more videos focused on just examples. Good luck in your class :)
I am understanding the material so much better reviewing what I learned with your videos! Thank you, very helpful!
This makes me SO happy to hear! I admire your extra effort to understand your course material. Hope that your class goes well this year!
you make it sound so easy! I love it.
There is absolutely no better compliment than this!!!
thank you so much for the clear and concise explanation! my calc teacher is hard to listen to and her lecture is often confusing but urs is perfectly clear.
Excellent video. I wish your course was more affordable. Thank you for your gift of knowledge.
Ronald S glad to help! All of my videos are on youtube for free, though. I never charge for anything :)
Hi Stacey... This is awesome. Thanks heaps. would you be able to share how you do this in tech wise please?
I'll do my best! I have a Wacom tablet to write. (I'd suggest the Wacom One if you have the budget or the Wacom Intuos if you need a more affordable option... that one does not have a screen though). Then, I just open my PowerPoint and present. I select the pen tool so that I can write on the screen. I use Camtasia to record my screencast and then edit it when I'm done. Hope that helps!
I'll be posting a video very soon showing more about the Wacom tablet options and how they work with PowerPoint or Pear Deck... which I also love using with my classes.
thank you so much Stacey. You're awesome
shahriar islam so glad this helped :)
Thanks Stacey
You're very welcome!
Hi. In my calculus book by stewart. Section 5.4 is called "Indefinite integrals & the net change theorem". I dont think youve made a video for that one?
Cesar M. It sounds like that chapter might combine multiple videos from this chapter 5 playlist? For example, this video covers the net change theorem (fundamental theorem of calculus part 2). I first talk about indefinite integrals in the 4.8 antiderivatives video. Sorry, I’m not positive exactly what would be covered in your section 5.4 to know what videos to match it to... but seems like this video should have a good deal of overlap
unrelated to this section, but what is the difference between an indefinite and definite interval, and how do u identify them?
An indefinite integral does not have bounds on it. For example, ∫9x^2 + 8 dx = 3x^3 + 8x + C
A definite integral has bounds and its solution would be a number, examples: th-cam.com/video/sT6KedSyfiE/w-d-xo.html
I hope that helps clarify!
This was a great explanation.
Thanks so much for leaving such a nice note!
Thank you, you made me understand this easily 💕💕
That makes me so happy! Keep up the great work.
in your previous videos, you pretty much covered everything but on this video you went through it quick :) Still thank you very much :) I personally prefer more and more example
Thanks for the comment. I know, some sections are harder & faster than others! I'll work on making some more videos focused on just examples. Good luck in your class :)