University ema mech memeher ale yadedebun enji tesebsebew Ermi eyaderekelen selalehew neger egziabher yebarkeh ewnet tewledu meche endehone bematawkew gize weletahen yekflehal. Gn Economics major adergew lemimaru degmo ke 1st year jemero betseralachew mn yahel endemitekemu asebkut b/c their isn't law school teachers on you tube we are facing a lot here so pls help those who are studying economics as major
Thank you very much! You are the best teacher I have ever seen.since I started following your tutorial It became easy for me to understand economics.Really I am very interested in your tutorial!
Create a playlist of the same course by chapter or course, I mean; getting different parts chapter 4's lesson in one playlist is more comfortable, I'm just saying positively, it's all with love ❤️ guys 😊
It is very nice presentation, but there is one question. The question says that TC=20Q^2+15Q+50, THEN DETERMINE: a). find the levels of output that minimize MC & AVC and then, b). find the minimum values of MC & avc
first of all thanks a lot and what i want to say is i was hoping to learn about iso qunt and long run production law in this chapter but i can't find any please consider my comment
It would be much better if u upload the notes you are using to google drive and share us the link..........I've liked the videos you have done they are helpfull
Suppose that a consumer has utility function for goods X and Y given by U (X,Y)= x^0.5 y^0.5. Suppose the price of X is equal to 2, the price of Y equal to 4 and the consumer’s income is 200. Set the budget constraint equation and budget constraint graph (1 point) Compute the slope of the budget constraint? Set the Lagrange function (composite of objective & constraint function)? (1 point) Derive the demand function for good x and good y assuming that the consumer maximizes his or her utility? (1 points) Derive the marginal utility function for good x and good y respectively? (1 points) Find the utility maximizing level of good x and good y that the consumer can consume at utility maximizing conditions (1 points) Compute the maximum utility that the consumer will get at utility maximizing level of x and y that you get in equation (E)? (1 point) Compute the marginal utility of good x and good y at utility maximizing level of good x and good y that you get in equation (E)? (1 points) Compute marginal rate of substitution of x for y (MRSx, y) and marginal rate of substitution of y for x (MRSy, x) at utility maximizing level of good x and good y obtained in equation (E)? (1 point) How much the total expenditure that the consumer spends to afford the good x and good y at utility maximizing condition? (1 point)
Because of you, I've come to love economics.Thank you very much!I have never seen teacher like you after I get university
University ema mech memeher ale yadedebun enji tesebsebew
Ermi eyaderekelen selalehew neger egziabher yebarkeh ewnet tewledu meche endehone bematawkew gize weletahen yekflehal.
Gn Economics major adergew lemimaru degmo ke 1st year jemero betseralachew mn yahel endemitekemu asebkut b/c their isn't law school teachers on you tube we are facing a lot here so pls help those who are studying economics as major
Thanks
Thank you very much!
Dear Ermi ur the best teacher ever keep it up 👏👏👏
Thank you very much! You are the best teacher I have ever seen.since I started following your tutorial It became easy for me to understand economics.Really I am very interested in your tutorial!
You are intelligent and you sacrifice your own roll for your country. Thanks man!!
as I think you are my best on-line instructor!!!! You appreciated me!!!! Thank you so much!!! I hope you will come soon by final examination class!!!
Wow! Waaqoo fi Edu, waan baay'ee isin irraa barre galatoomaa. Dhuunfaa kootti baay'een isin jaaladha Galo siinillee, God may bless you!
You are unique!!❤️!
Dear Ermi my best favourite teacher chapter 4 and 5 final exam
Thank you very much ermi😮😮😮
God bless instructor Efmiyas
Clearly explain the r/ship b/n inflection and unemployment with the help of graph
የእውነት ትለያለህ ምን እደምልህ አላውቅም ብቻ ፈጣሪ ይጠብቅህ
I liked your teaching style❤❤❤❤❤❤❤❤ you are unique.
Dear Earmi we love you continue for another.Thanks very much.
My lecture tankyou very much!!!!!!!!!
Create a playlist of the same course by chapter or course, I mean; getting different parts chapter 4's lesson in one playlist is more comfortable, I'm just saying positively, it's all with love ❤️ guys 😊
ምርጥ አገላለፅ ነው።
you are best teacher in the world❤❤❤❤
❤️❤️❤️ what a blessed person you are
በጣም እናመሰግናለን መምህር ፈጣሪ እድሜ ከጤና ጋር ይስጥልን ዘላለም ያኑርልን!!!!!!
በጣም ምርጥ የማስተማር ተሰጥዖ ቀጥልበት እናመሰግናለን
U r rlly the smartest one❤❤❤
Erim berta ❤
Thank you lecture
Special teacher!!!! ❤❤❤❤❤❤
ermiyas Betam Enamesegnalen Bahir Dar Universty New Yalehut Ena Egziabher Sltanhn Kef Kef Yadriglh
Betamm enamesegnalen betam sefi glts mabrariya new God bless you👍👏
such a blessing for our country ...................
It is very nice presentation, but there is one question. The question says that TC=20Q^2+15Q+50, THEN DETERMINE: a). find the levels of output that minimize MC & AVC and then, b). find the minimum values of MC & avc
Best techer ermi thank you
amazing amazing❤
you so good I've found my online economics teacher
በጣም አመሰግናለሁ ከ እንጅባራ ዩንቨርሲቲ
Teacher I amazing yours . You are patriotic person.
Thank you ermiyas keep it up
Thank you very much. I don't say anything because I have no words to express you
It is very nice presantation but It is so more for me when you sboud be give the 2nd years economic students cource.
You are amazing Teacher
Just woooow
Keep it up Ermias......great job😍
I dont even know how to say tnx just only subscribing and like that is litel i love eco coz of u keep it up
Thanks dear. I will keep doing it.
first of all thanks a lot and what i want to say is i was hoping to learn about iso qunt and long run production law in this chapter but i can't find any please consider my comment
Thanks Mr.keep it up!
You deserve to be in AAU so I hope to see you there
you make it easy for me thanks Ermi
Ermi ma ll done for me & keep away amazing explanation
Keep up the good job, dear!
ባላልፍም ባለዉለታዬ ነክ thanks
thanks men, its beautiful education, only if we have teachers like u! u should clone ur self, for the sake of our country 😁😁
Thank you so much! your videos helped me very well!
jjkkl
Betam enamesgnalen betelay gobez memihr lelelachew temariwoch betam eyetetekmnbet new
Waw good man
I got A in economics in Addis abeba university when I was freshman tnx
you are mr perfect for me /i like your titorial video
So nice of you
It's very different for another teacher the teaching time in this method next.............................
Betam Des yilal E/g abiher yibarkih
Hello Ermi btam arife new ketlbet ,yante erdata betam asfelagi new ayzoh bertaln yeglgalot zemnh yabzaln endatselach ewedhalew chaw.
Tank you
❤❤❤❤❤❤
teacher more more thanks fortino academ kalela economics yelam
Thanks.God bless you.
thank you
tleyalh....tnx for every thing
wooo you are the best sir
thanks teacher
Betam enamesegnalen 🙏
Thank you ,it is best!!!@@
It is very well description!
God bless u mr
Thanks
Teacher timirtochin betam newu yemiketatelewu fetari yibarikih desi yemili sira newu, sile maltushian theory neo Maltushian theory enditasitemiren efeligalehu 10Q
betam arif new ketlbet
Tnx
i would like to present you my warm gratitude to you.
❤️❤️❤️❤️❤️!🥰🥰
Thank you our teacher, keep it up❤❤
Theory of cost unit 4, lemindnew maywerdilign teacher?
Tankyuo
bbjnn
Emri zm alkegn entrepreneur lekiln wey demo Arif millew kale commend argln
👍👍👍👍👍👍👍
bravo🥰
It would be much better if u upload the notes you are using to google drive and share us the link..........I've liked the videos you have done they are helpfull
Thank you so much
yemir you are amazing
its good thing we appreciate you
This big heritage for generations! Thanks ermi...!
👏👏👏👏
Thanks instractor
Dep megibateu arif bihonem betam sefi aderekewu gize yifeligal lemacheras
best explanation
thank you god bellesed
U r reason of my A
long run cost yemilwun be lecture video betlq tru newu
Suppose that a consumer has utility function for goods X and Y given by
U (X,Y)= x^0.5 y^0.5. Suppose the price of X is equal to 2, the price of Y equal to 4 and the consumer’s income is 200.
Set the budget constraint equation and budget constraint graph (1 point)
Compute the slope of the budget constraint?
Set the Lagrange function (composite of objective & constraint function)? (1 point)
Derive the demand function for good x and good y assuming that the consumer maximizes his or her utility? (1 points)
Derive the marginal utility function for good x and good y respectively? (1 points)
Find the utility maximizing level of good x and good y that the consumer can consume at utility maximizing conditions (1 points)
Compute the maximum utility that the consumer will get at utility maximizing level of x and y that you get in equation (E)? (1 point)
Compute the marginal utility of good x and good y at utility maximizing level of good x and good y that you get in equation (E)? (1 points)
Compute marginal rate of substitution of x for y (MRSx, y) and marginal rate of substitution of y for x (MRSy, x) at utility maximizing level of good x and good y obtained in equation (E)? (1 point)
How much the total expenditure that the consumer spends to afford the good x and good y at utility maximizing condition? (1 point)
Thanks werkshet
My Love teacher
Good job
ERMIYE THANKS
I love u sir,u're amazing but I unable to download this video .
Video betikikil ayitayim...
Eyekefetelgn ayidelem min dnew chigru
Great job
Thanks