Thank you so much! I was able to understand everything. Please continue making videos; as you said, there aren't many women making videos on economics. We need more
Really like how you made this. Talking to camera, using the iPad, it is so clear. I remember having to make videos during the pandemic (not any more, thank goodness) and it is really hard to do it this well. All the best with your PhD :)
hi, would be clearer if your curly L could be more differentiated from your Y, tends to look both like Y in the partial differentiation. but thankyou x
So if there is a minimization problem do we use f'(x) minus g'(x)=0 Whilst maximization problem do we use f'(x) plus g'(x)=0? f'(x) being the derivation of objection function, whilst g'(x) being the constraint function? i.e. maximize problems for maximizing profit, minimize problems for minimizing cost.
Please please please please 🙏 😢 make more videos because u have to ma'am. There are not so many like u. You are meant to teach ma'am what a wonderful teacher so rare these days 😢 people have big names only not the skills. Cannot just loose u just like that please ma'am come back 😊
Please make some more videos on relevant economics topics...you make it so easy to understand
YOU ARE AMAZING! My midterm exam is coming and my terrible prof. is terrible at lecturing. Thank God you're here.
actually the best video on this topic, was very sad to see you stopped making videos.
"Let's put the fancy math terminology aside for a second" - A Beautiful Start. ❤️. Best of luck for your PhD.
the lagrangians are my favorite sci fi villains
the lagrangians did nothing wrong, you have the story flipped. they were a peaceful agricultural people before their planet was invaded
Thank you for saving my life. I had no idea how Lagrangians worked
Thank you so much! I was able to understand everything. Please continue making videos; as you said, there aren't many women making videos on economics. We need more
you make it simple and understandable more than my professor, thank you so much
Nicely explained. Thank you for the clarifications.
Great video, I am preparing my final exam and it was very helpful
I need your video!!!!! Please make more videos bout math in eco!!!! Love you!!
Really like how you made this. Talking to camera, using the iPad, it is so clear. I remember having to make videos during the pandemic (not any more, thank goodness) and it is really hard to do it this well. All the best with your PhD :)
❤
This was super well explained and easy to follow!!
Girl, thanks so much for this video! You made it super clear
I'm from India,studying in Amu,helpful video.
girl! this is life saver. thank you
8:15 derivative respect to lambda is i= xpx+ypy not -
hi, would be clearer if your curly L could be more differentiated from your Y, tends to look both like Y in the partial differentiation. but thankyou x
Really great video, thx for making it
So if there is a minimization problem do we use f'(x) minus g'(x)=0 Whilst maximization problem do we use f'(x) plus g'(x)=0? f'(x) being the derivation of objection function, whilst g'(x) being the constraint function? i.e. maximize problems for maximizing profit, minimize problems for minimizing cost.
Ms, when we take the derivative of Lambda, why does I not equal XPx + YPy?
Please please please please 🙏 😢 make more videos because u have to ma'am. There are not so many like u. You are meant to teach ma'am what a wonderful teacher so rare these days 😢 people have big names only not the skills. Cannot just loose u just like that please ma'am come back 😊
You make it very easyvto understand
Nicely put!!!
Is the income constraint right in 8:30?
no
Please more videos I need to pass my micro economics class
how to take account of binding and non binding?
More videos pleaseeeee. On labour leisure framework
Gorgeous channel.
This was so great! thank you so much!
you are so much better than my teacher lol
Only two vidoe Mam please make video on mathatical equation like is equations derivation of all these
Gorgeous lagrangians
amazing video
thanks it helped me a loooootttttt
! this save my life
why do u like cactus so much?
So helpful!
brilliant, thanks x
Love this thx
Bruh. Much appreciated
Girl come back make a patreon Ill payyyyy
so helpful!!
I always thought it was spelt Lagrangean
Being very beautiful should be a crime🥶😭😭