😵😆😅🤣🤣🤣🤣🤣Hezekiah should stop yawning!!!!! Laugh I enjoyed the video far more than Hezekiah because I was listenning and taking notes. Thanks for this good lecture on Limits, L'hospital and FTC combined dose.
... A pleasant weekend to you Newton, Through your latest presentation made with again great enthusiasm, I can conclude that you're doing well. I think you have explained the application of the FTC well (with a short clear explanation aside), especially in this case with an integrand function with variable t^2 in it, so one should not forget to apply the chain rule! The only comment I have is from about time 1:40, keeping the limit notation while evaluating the limit. I remember well that my math teacher was very strict about that part, and it cost me quite a few valuable points on exams (lol). It is therefore very important to accurately convey this to students. Thank you for your refresher course on the FTC which is always helpful; I also have to explain this not always easy material to students in February! Hoping you are spending a very pleasant weekend ... Take good care my friend Newton, Jan-W p.s. I grew up with music just like your intro music, all memories come flooding back (lol) ...
Thank you. As usual, your feedback has kicked off my day, nicely. Make sure to have a lovely day. Most schools will be done for the year soon. So, I may take a break or just post algebra videos. Most students have gaps in Algebra.
Using estimation, we can just substitute sin3x with 3x, e^t^2 with 1, then the result is automatically 3. This can be used to quickly check the answer but it does not serves as proof. For proof, we can subtract the substituted expression with the original expression, and bound the difference. If it can be showed that the difference goes to 0 as x goes to 0, then we can conclude that the limit is indeed 3.
I think i understood more than Hezekiah😂😇 thanks sir🙏🙏
Thank you for making such a problem much easier
If i would've found you when i did my bachelors i would've been very happy
Nice problem…thank you
😵😆😅🤣🤣🤣🤣🤣Hezekiah should stop yawning!!!!! Laugh
I enjoyed the video far more than Hezekiah because I was listenning and taking notes.
Thanks for this good lecture on Limits, L'hospital and FTC combined dose.
Thank you
... A pleasant weekend to you Newton, Through your latest presentation made with again great enthusiasm, I can conclude that you're doing well. I think you have explained the application of the FTC well (with a short clear explanation aside), especially in this case with an integrand function with variable t^2 in it, so one should not forget to apply the chain rule! The only comment I have is from about time 1:40, keeping the limit notation while evaluating the limit. I remember well that my math teacher was very strict about that part, and it cost me quite a few valuable points on exams (lol). It is therefore very important to accurately convey this to students. Thank you for your refresher course on the FTC which is always helpful; I also have to explain this not always easy material to students in February! Hoping you are spending a very pleasant weekend ... Take good care my friend Newton, Jan-W p.s. I grew up with music just like your intro music, all memories come flooding back (lol) ...
Thank you. As usual, your feedback has kicked off my day, nicely. Make sure to have a lovely day. Most schools will be done for the year soon. So, I may take a break or just post algebra videos. Most students have gaps in Algebra.
Using estimation, we can just substitute sin3x with 3x, e^t^2 with 1, then the result is automatically 3. This can be used to quickly check the answer but it does not serves as proof. For proof, we can subtract the substituted expression with the original expression, and bound the difference. If it can be showed that the difference goes to 0 as x goes to 0, then we can conclude that the limit is indeed 3.
am very thankful of your explanation
Very good. Thanks 👍
Beautiful noble Soul!
Thank you very much
Yes sir please which video is the fundamntal of limit taught I mean where you started limit from scratch the rules and all that ?
I think you will find a Playlist titled 'Limits' on my channel.
Excellent 👌
Thanks ❤❤❤
I like it
🎉🎉🎉🎉
🎉🎉🎉🎉
@ 10:22, more clearly, F´(g(x)) = f(g(x)) ; cheers!
You are amazing
Good one!!!
Great