You're the best. I don't think I'll forget this quickly. I've struggled with the basic mathematical concept of this model.. Like my colleague would say, if a good teacher tutors u u never forget
Assume that the rate of investment is described by the function I(t)= 12t1/3( t 1 by three) and that K(0)=25. Find the time path of capital stock k. Also find out the stock of capital accumulation during the time intervals (0,1) and (1,3) respectively..... Sir if you don't mind can you solved this sum... Please sir 🙏🙏
You're the best. I don't think I'll forget this quickly. I've struggled with the basic mathematical concept of this model.. Like my colleague would say, if a good teacher tutors u u never forget
Finally I understood the concept of this model ..thnx 👍
Very easy way of explaining with flow , this type video rare on TH-cam
best video ❤️❤️ with those examples specially.
Thanks a lot sir
Thanks for the appreciation . Keep shining and stay blessed
Very good explanation of derivations of Harrod domar model
Thanks for the appreciation. Please share this channel with your friends, it will encourage me to keep going
thank you for your dedication sir.
very good practice to use the derivation rule in the Harrod Domar model.
My pleasure. Please share this channel with your Economics
Very good explanation sir.... keep it up....
Concept explanation is very good
Thanks for the appreciation. Please share this channel with your friends, it will encourage me to keep going
You are the best
Sir realy Vary help full video ❤️❤️❤️🙏🙏🙏🙏
Thanks
This is very helpful thank you
thanks for the appreciation brother. please share this channel with your friends also
Very helpful sir
Lovely sir.
Thanks alot sir ❤
Assume that the rate of investment is described by the function I(t)= 12t1/3( t 1 by three) and that K(0)=25. Find the time path of capital stock k. Also find out the stock of capital accumulation during the time intervals (0,1) and (1,3) respectively..... Sir if you don't mind can you solved this sum... Please sir 🙏🙏
Qualityfull one...thanks sir❤️
Quite helpful!