Great reminders!!! I am glad you highlighted the conditions that need to be met AND stated for the existence theorems - these I feel like are the most often missed FRQ questions! And a very organized set of notes and reminders you provided for finding relative vs absolute extrema and what the 2nd derivative offers in terms of information about the original function. This is some of the toughest content of the course and you really highlighted the keys to being successful on the exam with these reminders - calling all calculus students, be sure to check out this AWESOME review video!! ☺️
You are absolutely correct! Thanks for catching this! I wrote a plus sign, but accidentally said “NEGATIVE first derivative”. I appreciate you pointing this out.
Great reminders!!! I am glad you highlighted the conditions that need to be met AND stated for the existence theorems - these I feel like are the most often missed FRQ questions! And a very organized set of notes and reminders you provided for finding relative vs absolute extrema and what the 2nd derivative offers in terms of information about the original function. This is some of the toughest content of the course and you really highlighted the keys to being successful on the exam with these reminders - calling all calculus students, be sure to check out this AWESOME review video!! ☺️
You’re so sweet! Appreciate the support! I hope students find these videos useful and help them get THAT much closer to a 5!! 🤞🏼🤞🏼
@@CalculusbyChristee I hope so too!!!
Thank you so much ma’am ❤❤🎉
You’re very welcome ☺️
An area is always an absolute value, that is an area can't be negative as it is some number squared.
Yes, you have made some great points! Thank you!
Integrals are product and derovatoves are ingredients of the product.
It is an algebra class though because every parabola has max or min point.
So true!!
7:48 -- doesn't it give you a positive first derivative ? -- you just showed that negative times negative equals positive
You are absolutely correct! Thanks for catching this! I wrote a plus sign, but accidentally said “NEGATIVE first derivative”. I appreciate you pointing this out.