Answer:
The survival principle states that
A. the only firms that survive are those that maximize profits.
Explanation:
Profit maximization is important for a firm to survive. Without profit maximization, firms fail. Profits impact share price, business growth, and short-term and long-term survival. Profits reduce debt burden, and increase capital investments and acquisitions. Without profits, a firm cannot pay dividends or repurchase shares. Profit is at the center of a firm's survival. Even Baumol's theory of sales maximization states that it is only when an acceptable level of profit has been achieved that a firm can shift its focus away from profits to revenue maximization. This emphasizes the importance of profit maximization. Profit maximization also contributes to the maximization of cash flows.
Answer:
A. National-security argument
Explanation:
The National-security argument is also known as the National-defense argument. The argument proposes the imposition of high tariffs on locally manufactured goods so that the country would not be dependent on other countries for those goods in the event of war. For example, if a country is dependent on other counties for the production of food, then it would be in great danger in the advent of war. Tires that are also used to prepare weapons should be sourced within a country so that in the advent of war, the country would not be dependent on others.
This is the argument employed by the congresswoman who sought the imposition of a tariff on tires so that the United States would not be dependent on other foreign countries during a war.
Answer:
To calculate the mean of grouped data, the first step is to determine the midpoint of each interval or class. These midpoints must then be multiplied by the frequencies of the corresponding classes. The sum of the products divided by the total number of values will be the value of the mean.
Answer:
15%
Explanation:
The computation of the internal rate of return is shown below:
Given that
Year Cash Flow
0 -$27,100
1 $11,100
2 $14,100
3 $10,100
The formula to compute IRR is
= IRR()
After applying the above formula, the internal rate of return is 15%
22755 is the number for these number multiplied by each other .
