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4 years later and this is still very helpful, writing my exam tomorrow. Thank you so much.
These videos deserve millions of views. Thank you so much for these Professor V!
You're very welcome! Hopefully soon! 🙏🏻🙏🏻🙏🏻
These videos are so underrated, love from India 🇮🇳
🫶🏻🫶🏻☺️☺️☺️
5:26 this note is what I needed and have been looking for ages🤩🤩🤩
Yay so glad you found it! 😊
@@mathwithprofessorv thanks you so much for your amazing lecture🙏🥰✨I hope more people will come to find your video and be benefitted
I would love that! It is my goal to help as many students around the world as possible! ☺️
Can the start points be local max or min?Thank you
Absolutely love your clear explanation. Gracias.
De nada, es un placer. 😁
amazing lesson as per usual! thank you so much 💕
You’re so welcome!!! Make sure you finish watching part two before you watch the video I put up on Patreon today. 😊👍🏻
9:24 question: why don't we count f(1) = 5 as our local max? or f(0) = 2 as a local max? I'm sorry, I'm kind of confused,
Because it is increasing from one side of the point and increasing on the other side. Thus, f(1)=5 would technically be either a local min or local max. Maybe watch 3:05. Hope that helps.
why is f(c) a local min? It is a sharp point. A sharp point does not have a f'(c) = 0?
No. But f’(c) DNE there which makes c a critical point and we can see it is a local min.
@@mathwithprofessorv Ah yes sorry my mistake. I was confusing it with fermat's theorem.
4 years later and this is still very helpful, writing my exam tomorrow. Thank you so much.
These videos deserve millions of views. Thank you so much for these Professor V!
You're very welcome! Hopefully soon! 🙏🏻🙏🏻🙏🏻
These videos are so underrated, love from India 🇮🇳
🫶🏻🫶🏻☺️☺️☺️
5:26 this note is what I needed and have been looking for ages🤩🤩🤩
Yay so glad you found it! 😊
@@mathwithprofessorv thanks you so much for your amazing lecture🙏🥰✨I hope more people will come to find your video and be benefitted
I would love that! It is my goal to help as many students around the world as possible! ☺️
Can the start points be local max or min?Thank you
Absolutely love your clear explanation. Gracias.
De nada, es un placer. 😁
amazing lesson as per usual! thank you so much 💕
You’re so welcome!!! Make sure you finish watching part two before you watch the video I put up on Patreon today. 😊👍🏻
9:24 question: why don't we count f(1) = 5 as our local max? or f(0) = 2 as a local max? I'm sorry, I'm kind of confused,
Because it is increasing from one side of the point and increasing on the other side. Thus, f(1)=5 would technically be either a local min or local max. Maybe watch 3:05. Hope that helps.
why is f(c) a local min? It is a sharp point. A sharp point does not have a f'(c) = 0?
No. But f’(c) DNE there which makes c a critical point and we can see it is a local min.
@@mathwithprofessorv Ah yes sorry my mistake. I was confusing it with fermat's theorem.