Thank you, thank you, thank you, and you are very welcome:)) Thank you too for subscribing...please share my channel with your friends and keep watching and learning!
I included an example in the video. I am currently working on getting ready for the new school year and planning for the subject I will be teaching...so my additions to my Calculus are going to be coming at a fairly slow rate. I hope you get the help you need.
Thank you so much for the awesome lesson ProfRobBob, I need to share your channel with my buddies! On a side note, I am still a little confused in this video. What is the difference(s) between the Mean Value Thm and the Average Value Thm?
+SuperPhoKingAsian The Average Value Theorem is about the average value over a closed interval. The Mean Value Theorem is about identifying the value of c where f(c) equals that Average Value. Thanks for the positive feedback and choosing my lessons to learn from!
You're welcome Penterexi and THANKS for choosing #ProfRobBob to learn from and subscribe to! Please continue to spread the word, Like me on Facebook and tell all your friends to do the same:D
im not sure that im asking on the right page or not by the way my question is in integrals where you integrate using Riemanns Sum. ok i understand how to find integral of something using Riemanns Sum but what i dont understand is to integrate the piecewise function using RIEMANNS Sum. Last questionis let say i have a integral and i decided to write it as sum of integrals. if I integrate the sum of integrals seperately using the RIEMANNS Sum and add answers is this going to give me the same answer if I just go straight to integrate the original integral using riemanns sum as well. if you have video can you please give me a link.
And thank you SO much for choosing my channel to learn from! And thanks for liking my video, I'm glad it helped you so much...please spread the word:D
And I appreciate you watching and "liking" them!
You're welcome and I'm glad to hear that you will be back for more!
You seriously rock, this is so clear and lovely. Thank you SO much for having this uploaded, you really helped me nail this concept.
Thank you, thank you, thank you, and you are very welcome:))
Thank you too for subscribing...please share my channel with your friends and keep watching and learning!
you win the award for best handwriting a math teacher has ever had
I included an example in the video. I am currently working on getting ready for the new school year and planning for the subject I will be teaching...so my additions to my Calculus are going to be coming at a fairly slow rate. I hope you get the help you need.
...also, thanks for liking my video, hope you will continue to choose my channel to learn from:)
Thanks so much for your hard work in making these videos. They have helped me greatly throughout this past semester!
Drew Robinson you're welcome, thanks for watching and learning!
Ive got a calc quiz in 15 minutes, lets hope this sticks
..after you pass that exam like BAM!!! please return to like, sub and share this free resource with your class, teacher and everyone on social media:D
best math tutorials available thanks Mr T
John Stillman you're welcome!Thanks for choosing #ProfRobBob to learn from:)
Very clear explanation. I appreciate your videos.
At last a clear explanarion! Thanks.
You're welcome...thanks for searching till you found one!
Please sub and share this channel with others too:D
thank you very much sir, you've helped with discrete math structures and calc
You're welcome Mike Chris and THANKS for watching Tarrou's Chalk Talk!
Thank you so much for the awesome lesson ProfRobBob, I need to share your channel with my buddies!
On a side note, I am still a little confused in this video. What is the difference(s) between the Mean Value Thm and the Average Value Thm?
+SuperPhoKingAsian The Average Value Theorem is about the average value over a closed interval. The Mean Value Theorem is about identifying the value of c where f(c) equals that Average Value. Thanks for the positive feedback and choosing my lessons to learn from!
Why does the time average of a first derivative of a bounded function always zero?
Can we have an example please?
Thanks. I had to review some calculus for some EE applications (controlled rectifier circuits) and this was very helpful.
Thanks for watching, liking and learning from this channel...please spread the word:D
I love this guy!
Thanks for tuning in fspopshovit !
Please share my channel with your friends/classmates and remind them to like and SUBSCRIBE to help me groW!
This really helped me out. Thank you so much for the clear explanation. Subscribed!
You're welcome Penterexi and THANKS for choosing #ProfRobBob to learn from and subscribe to! Please continue to spread the word, Like me on Facebook and tell all your friends to do the same:D
Thank you. Good explanation. I will defanetly watch your video more
good video, interesting teacher, nice example. thank you. :)
epic channel I'm definitely getting an A in cal now, been trying to break 89 since school started lol
+Arhum Khan thanks for watching, studying and subbing...and we look forward to hearing about that "A"...BAM!!!
thanks you so much! this is so helpful!
You're welcome and thanks for studying and subbing!
thank you prof
+T Squared N Themba Ndlovu :)
im not sure that im asking on the right page or not by the way my question is in integrals where you integrate using Riemanns Sum. ok i understand how to find integral of something using Riemanns Sum but what i dont understand is to integrate the piecewise function using RIEMANNS Sum. Last questionis let say i have a integral and i decided to write it as sum of integrals. if I integrate the sum of integrals seperately using the RIEMANNS Sum and add answers is this going to give me the same answer if I just go straight to integrate the original integral using riemanns sum as well. if you have video can you please give me a link.
Thanks
Thanks for watching!
Damn you've just earned my like and subscribe ...
BAM!!!...thanks, and please tell all your friends to watch and do the same:D
i gt t now......thnx boss
BAM!!!...sounds like you "did your homework"!
Thank you...Guess I should have been a Doctor instead!
thanks,!!11111!