Actually I did this by another way that I found faster than this ( just a bit 😅). Doing the MRTS you'll end up with (L/K)^ -2/3, which is the same as (K/L)^2/3 . Put Z=K/L and you get MRTS ^ 3/2 = Z. Then you do the ln of Z which is the same as lnMRTS^3/2 that is equal to 3/2lnMRTS. Take the partial derivative of ln(Z) with respect to MRTS and you'll end up with 3/2 as well. I will also use this comment to thank you for what you do with this channel. You're awesome, keep on doing this. Huge greetings from Portugal!
Thank you so much! Do you mind leaving the link to previous videos if you are doing the continuation of a problem in the future? It would make the videos easier to find. Besides that, this was super helpful!
Actually I did this by another way that I found faster than this ( just a bit 😅).
Doing the MRTS you'll end up with (L/K)^ -2/3, which is the same as (K/L)^2/3 .
Put Z=K/L and you get MRTS ^ 3/2 = Z.
Then you do the ln of Z which is the same as lnMRTS^3/2 that is equal to 3/2lnMRTS.
Take the partial derivative of ln(Z) with respect to MRTS and you'll end up with 3/2 as well.
I will also use this comment to thank you for what you do with this channel. You're awesome, keep on doing this.
Huge greetings from Portugal!
Thank you very much for the very clear explanation!
You are welcome and thank you for the comment.
thank you so much for explaning it in a very simple way.
Thank you so much! Do you mind leaving the link to previous videos if you are doing the continuation of a problem in the future? It would make the videos easier to find. Besides that, this was super helpful!
Yes sir,I found this video very helpful.
Thanks a lot for this video, may God bless you
Thank you so much Sir ❤
thanks bro you saved me
Thanks sir. Beautifully explained the concept ❤️
Exactly what I needed, thank you a lot :)
Super helpful. Thanks a million :)
Exactly what i needed thanks :)
Thanks for the video, I actually don't get why do you calculate the MPl and MPk, you don't seem to use them for the end result, did I miss something ?
Thank You So Much Sir !
Thank You!
thanks much sir, appreciated surely
Great
very helpful! thank you:)
very helpful, thanks.
5:35 Mr Mackey. mkay
Sir can u explain the Cobb Douglas production function is limiting case of ces product function
kindly watch CTEL india video
Please how do the degree of homogeneity relate to elasticity of substitution?
Can we directly use [1/(1-e)]?
Meaning: [1/(1-1/3)] = 1.5
Got me the correct answer for another question, but wonder why does it work...