Be the production function Q (K, L) H (K: +213) ", where k is the amount used Capital and Lis the amount used of work.o. (a) Demonstrate that the functional equation Q (K, L)Q (6.5) defines Kas a function of Lin an environment of the del Point (6.5). (b) If the amount used of the 1INPUTLincreases 1 unit, how much does the amount have to increase or decrease? ntidad Employee of INPUT K to maintain constant production?e? (c) If the employee amount of INPUT lincreases by 1%, how much does the amount have to increase or decrease?ntidad Employee of INPUT K to maintain constant production?e?

Managerial Economics: Applications, Strategies and Tactics (MindTap Course List)
14th Edition
ISBN:9781305506381
Author:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Publisher:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Chapter2: Fundamental Economic Concepts
Section: Chapter Questions
Problem 4E
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Be the production function Q (K, L) (K: +213) ", where k is the amount used
Capital and L is the amount used of work.o.
(a) Demonstrate that the functional equation Q (K/L)EQ (6.5) defines Kas a function of Lin an environment of the del
Point (6.5).
(b) If the amount used of the 1NPUTLincreases 1 unit, how much does the amount have to increase or decrease? ntidad
Employee of INPUTK to maintain constant production?e?
(c) If the employee amount of INPUT lincreases by1%, how much does the amount have to increase or decrease? nlidad
Employee of INBUT K to maintain constant production?e?
Transcribed Image Text:Be the production function Q (K, L) (K: +213) ", where k is the amount used Capital and L is the amount used of work.o. (a) Demonstrate that the functional equation Q (K/L)EQ (6.5) defines Kas a function of Lin an environment of the del Point (6.5). (b) If the amount used of the 1NPUTLincreases 1 unit, how much does the amount have to increase or decrease? ntidad Employee of INPUTK to maintain constant production?e? (c) If the employee amount of INPUT lincreases by1%, how much does the amount have to increase or decrease? nlidad Employee of INBUT K to maintain constant production?e?
8.
Sea la función de producción Q(K,L) = (Ki + 2 L), donde K es la cantidad utilizada de
capital y L es la cantidad utilizada de trabajo.
(a) Demuestre que la ecuación funcional Q(K, L) = Q(6,5) define a K como función de L en un entorno del
punto (6, 5).
(b) Si la cantidad utilizada del input L aumenta 1 unidad, ¿cuánto tiene que aumentar o disminuir la cantidad
empleada del input K para mantener la producción constante?
(c) Si la cantidad empleada del input L aumenta un 1%, ¿cuánto tiene que aumentar o disminuir la cantidad
empleada del input K para mantener la producción constante?
Transcribed Image Text:8. Sea la función de producción Q(K,L) = (Ki + 2 L), donde K es la cantidad utilizada de capital y L es la cantidad utilizada de trabajo. (a) Demuestre que la ecuación funcional Q(K, L) = Q(6,5) define a K como función de L en un entorno del punto (6, 5). (b) Si la cantidad utilizada del input L aumenta 1 unidad, ¿cuánto tiene que aumentar o disminuir la cantidad empleada del input K para mantener la producción constante? (c) Si la cantidad empleada del input L aumenta un 1%, ¿cuánto tiene que aumentar o disminuir la cantidad empleada del input K para mantener la producción constante?
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