Answer:
The answer is: E) workers in Alzania have higher productivity due to better education and training.
Explanation:
Alzania and its neighbor both produce cotton and they both have the same amount of workers in the production of cotton. If Alzania is able to produce more cotton (or any type of product) using the same amount of resources (in this case labor) than its neighbor, we can conclude that Alzania does have an absolute advantage in that industry.
This absolute advantage exists because Alzania's workers are more productive than their neighbor's workers.
For example, lets say both countries have 5,000 cotton workers. Alzania produces 100 tons of cotton per worker, while its neighbor only produces 80 tons of cotton per worker. That means Alzania's workers are more productive, and labor usually gains productivity through education or training.
Answer:
Internal growth.
Explanation:
Internal growth strategy is one that uses internal resources to develop a company internally. It focuses on increasing efficiency, hiring the right people, new product development, and better marketing.
Internal growth is also known as organic or natural growth. Growth results in increased profit which is now reinvested in the business.
Answer:
An advantage is makin money but also You have to make your life seem perfect
Explanation:
Answer:
The WACC before bond issuance is 3.9% and the WACC after bond issuance is 3.71%
Explanation:
In order to calculate the WACC before bond issuance
, we would have to calculate first the cost of equity using capital asset pricing model
.
So Using CAPM we have Rf + Beta x Market risk premium
=
0.5% + 0.85 * 4%
= 3.9%
. cost of equity
Therefore WACC before bond issuance = (Cost of equity x weight of equity + cost of debt (1-tax) x weight of debt)
= 3.9%
. WACC before bond issuance will be equal to cost of equity in this case as there is no debt issue.
In order to calculate the WACC after bond issuance we make the following calculation:
WACC after bond issuance = (Cost of equity x weight of equity + cost of debt (1-tax) x weight of debt)
= (3.9% x 0.9) + (2% x 0.1)
= 3.51% + 0.2%
= 3.71%
