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PSYCHO15rus [73]
2 years ago
8

Zupiter Corp. follows a culture that requires strict adherence to rules and regulations with fixed time schedules for daily acti

vities. The firm is highly efficient and places emphasis on being economical. It conducts its business in a methodical manner. In the given scenario, Zupiter Corp. is said to have the
Business
1 answer:
kotykmax [81]2 years ago
3 0

Answer:

consistency corporate culture.

Explanation:

Since in the situation it is given that the corporation follows the culture that means they are strict to the rule and regulations along with the time scheduling that are fixed for day to day activities so that the business could be conducted in the methodical manner so here we can say that the culture of the corporate is consistent that means it is same as before and the same should be applied in near future

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3 years ago
You are asked to make comparisons of two pairs of countries. The first pair are the Latin American countries of Chile and Argent
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Answer:

Part a: According to Solow model higher per capita real GDP will be in Chile because of its highest saving rate.

Part b: The per capita capital stock or the labour ratio is the primary factor for these differences in the simple Solow model.

Explanation:

<em>Part a:</em>

According to Solow model higher per capita real GDP will be in Chile because of its highest saving rate.

In Solow model the GDP per capita is defined as

                                           y=k^{\alpha}=f(k)

Also the steady state path is given as

sf(k)=(s+n)k\\\frac{s}{s+n}=\frac{k^*}{f(k^*)}\\\frac{s}{s+n}=\frac{k^*^{\alpha-1}}{k^*}\\\frac{s}{s+n}={k^*^{\alpha-2}}

As all other parameters are same thus the country with higher value of s will have a higher per capita GDP.

According to the Solow model, higher saving rate means larger capital stock and high level of output at the steady state.

Higher saving rate leads to faster growth in Solow model. So there is higher per capita real GDP for the country that has higher saving rate.

<em>Part b:</em>

In Simple Solow Model, the steady state per Capita GDP, y^* is the function of the steady state per capita capital stock given as k^*

Now this indicates that

y^*=f(k^*)

where f is an increasing concave function i.e. f'>0 and f''<0

Thus the sole dependence of per capita GDP is on per capita capital stock.

Thus the per capita capital stock or the labour ratio is the primary factor for these differences in the simple Solow model.

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