please answer the following question with work shown thanks! 2) A productcan be made using tawo alernative techpologies, F and G :y=F CL) = 16 L%, and y-G(L) = 2L',where L is the amount of labour necessary to producey umits of output. (a) for what level of output doestechnology GL) become(6) Draw a graph showing the two production functions, F(L)and GU); identify the equal-output point%3Dmore efficient than the other?on the graph.

Answered: Image /qna-images/answer/c4bcb167-7b8a-4393-abb2-397c8ae42575.jpg

Answered: 2) A product can lbe made using two…

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Similar questions

Suppose the total amount, A, of radioactive material present in the atmosphere at time T can be modeled by the following image attached. Suppose that recent research suggests that r = 0.002 and P (present amount of radioactive material) = 200 millirads. Estimate the total future buildup (think about what this implies your upper bound of integration needs to be) of radioactive material in the atmosphere if r and P were to remain constant.
The tank shown in the figure was filled with 100 liters of substance A in a concentration of 10g / L. Material A is fed into the tank at a flow rate of 5L / min in 1g / L variation. At the exit of the tank, there is an outlet flow at a rate of 5L / minute and the tank is continuously mixed. In the tank, substance A is converted into substance B. Derive the equation that ties the concentration of substance B in the tank to time. ( Reaction constant = 0.1)
For example, consider a tree with a trunk radius of 10.5 cm; imagine that the plant produced a layer of wood 0.5 cm thick in the previous year. As a consequence, the tree has 32.2 cm2 of new wood that conducts water from roots to leaves. Assume that each leaf loses water at a rate equal to the conducting capacity of 0.1 cm2 of wood; this plant can conduct enough water through its trunk to support 322 leaves. If the tree produces another 0.5 cm of wood this year, the new ring of wood will have a cross-sectional area of 33.8 cm2 . It is larger than the previous ring of wood and can support conduction to a greater number of leaves—338. Question: Imagine a tree that has a radius of 20 cm and that produces a new layer of wood 0.5 cm thick (the outer radius of the new wood is 20.5 cm and the inner radius is 20 cm). What is the cross-sectional area of the new layer of wood (CSA = pr2)? If each leaf needs 0.1 cm2 of wood to supply it with water, how many leaves can the tree have? If the…

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