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dimaraw [331]
3 years ago
7

1. Assume a closed economy, perfectly elastic labor supply, and linear technol-ogy. Suppose the incremental capital-output ratio

(ICOR) is 3, the depreciation rate is 3%, and the gross savings rate is 10%. Use the Harrod-Domar growth equation to determine the rate of growth. What would the gross savings rate have to be to achieve 5% growth? Assuming a perfectly elastic labor supply, state one criticism of this model from an exogenous growth theory viewpoint.
Business
1 answer:
Vera_Pavlovna [14]3 years ago
8 0

Answer:

<u>Using the Harrod-Domar growth equation</u>

Growth rate = Saving rate / Capital output ratio

Growth rate = 0.01 / 3

Growth rate = 0.003

Growth rate = 0.3%

Thus, the value of growth rate is 0.3%

When the incremental capital-output ratio is 3, to achieve the 5% growth rate, the gross saving rate is 0.24 or 24%

Exogenous growth: When the labor supply is perfectly elastic, then the exogenous does not allow any factor to substitute

Endogenous growth: When the labor supply is perfectly elastic, theem the exogenous does not lead to address the savings decision or sources of productivity growth.

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Answer:

Check Explanation

Comprobar Explicación

Explanation:

English Translation

A school has a total of 475 students. We want to extract a sample of 80. Explain in detail how this sample is obtained by random sampling.

Solution

In random sampling, each member of the population has an equal chance of being surveyed or an equal chance of being a member of the sample.

For this Question, it will mean that each of the 475 students would have an equal chance of being part of the sample of 80 students. To use random sampling for this particular scenario, we would give all the students numbers from 1 to 475, we would then use a computer program to generate 80 random student numbers.

We could also put all the number in a bowl and randomly select 80 numbers from 475, that way, the sampling method would be as random as can be.

In Spanish/En español

En el muestreo aleatorio, cada miembro de la población tiene la misma probabilidad de ser encuestado o la misma probabilidad de ser miembro de la muestra.

Para esta pregunta, significará que cada uno de los 475 estudiantes tendría las mismas posibilidades de ser parte de la muestra de 80 estudiantes. Para usar el muestreo aleatorio para este escenario particular, le daríamos a todos los estudiantes números del 1 al 475, luego usaríamos un programa de computadora para generar 80 números de estudiantes al azar.

También podríamos poner todos los números en un tazón y seleccionar aleatoriamente 80 números de 475, de esa manera, el método de muestreo sería lo más aleatorio posible.

Hope this Helps!!!

¡¡¡Espero que esto ayude!!!

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