As we have the cost function, shouldn't we plug the values on it to get the minimum cost that the firm would have to produce the 40 units? Thank you a lot sir !
Videos that would be great, or links: 1. Engle Curve 2. Decomposition of sub and y effect using Hicks - solve mathematically 3. Comp and Equi variances
This was so helpful. A perfectly walked through example, so clear, so easy to follow. Thank you very much for this content.
That was awesome and exactly what I needed! Thank you so much :D
This is simple and straightforward... Thank you very much.
Very nice explanation....💪💪💪
As we have the cost function, shouldn't we plug the values on it to get the minimum cost that the firm would have to produce the 40 units?
Thank you a lot sir !
Yes, that would be the next step. Plug the values for L and K back into the cost function to get the actual cost of producing 40 units of output.
@@EconomicsinManyLessons Thank you a lot sir, wish you all the best!
Very good video 👍🏽
Thankyou sir. ♥
Great 👍👍
Hello, i have a different question where I end up with L+K and an other one with 3L=4K, how can I plug them in Q ? Thank you
Hello! How about if the given Q is a linear function? Im having hard time as I cannot get a lambda in terms of K and L.
Videos that would be great, or links:
1. Engle Curve
2. Decomposition of sub and y effect using Hicks - solve mathematically
3. Comp and Equi variances
why is it that we did not multiply the lamda by cost function buy rather production function. thank you
How do you do this when the indices do not add to 1 ?
Would you have done anything differently if you were trying to maximize?
a firm will never want to maximize the cost of production
@@guitarnkeys831i think he meant profit maximisation
Hero. You are a hero.
Thank you!
Adding Calculating the Cost would be the best maybe.
Sir how 8 and 36 came?
I divided through by 0.5, so 18÷0.5 = 36
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Pls check the final answer for me am not getting the same thing
thanks G
şuna bi bak
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thank you