Answer:
$78.0 million
Explanation:
Cost of repurchase = Number of shares*Share price/(1-1%)
Cost of repurchase = $3,352,720 * $23.02/(1-1%)
Cost of repurchase = $3,352,720 * $23.02/(1 - 0.01)
Cost of repurchase = $3,352,720 * $23.02/0.99
Cost of repurchase = $3,352,720 * $23.25
Cost of repurchase = $
77,950,740
Cost of repurchase = $78.0 million
Answer:
Yes it is
Explanation:
Because Prediction of cause and effect is important for the good economic model. If the economic model observe the cause and effect relationship, then it can be helpful to anticipate from the similar situation in future. For example, recession is causes recession. If the economic model observe it, then it can be helpful to control recession if t occurs in future.
Answer:
'Retained income'.
Explanation:
We have been given that Crawford Fishing had a net income of $35,640 in 2017. They decided to pay $3,000 in dividends and keep the rest to help expand their production line.
We know that the net income that remains after paying dividends is known as 'Retained income'.
We also know that retained income can be used to pay off debts or it can be invested into business activities.
Therefore, the profit that Crawford Fishing keep to reinvest in the business is recorded as retained income.
Answer:
Infant industry.
Explanation:
In this scenario, Company Z is a U.S. company that is the first in this country to produce a good that is already produced in many foreign countries and sold in the United States. Most likely, the argument it will voice in its attempt to be protected from foreign competition is the infant industry argument.
An infant industry can be defined as an industry that is still in its early stages of development and as such are not capable of competing with foreign companies.
<em>Hence, according to the infant industry theory the argument would be that infant industries should be offered some kind of protection from competitors in other industries either foreign or local until they mature and develop a good and reputable economies of scale. </em>