Answer:
C. $3,685
Explanation:
Total dividends paid in first 4 years
= $2,410 + $0 + $1,570 + $1,060
= $5,040
Retained Earnings ending balance is the net of the total income earned over the years less the total dividend paid through the years.
Retained Earnings ending balance = Total income - total dividend paid
$9,700 = Total income - $5,040
Total Income = $9,700 + $5,040
= $14,740
Average annual amount of net income (loss) over the first four years for Aikman
= $14,740/4
= $3,685
Option C.
Answer:
c. integrated cost leadership/differentiation is the correct answer.
Explanation:
These all are the characteristics of integrated cost leadership/differentiation business-level strategy because integrated cost leadership/differentiation is a strategy at the business level to developing competitive benefits of goods and products that are sold at low prices in the market.
This strategy is adopted by many businesses to attract consumers that help to reach business purposes.
The advantages of an integrated cost leadership/differentiation strategy are:
- It provides advantages to the team and business.
- It raises the team market share.
- It raises the sustainability of the company.
- It decreases the competition from the business place.
Answer:
Benefits
Explanation:
Both existing and potential customers attached the value of a product to its perceived benefits rather than its technical features.
When selling a product, businesses should focus more on communicating the benefits of a commodity than its features. Customers are more concerned with the advantages they stand to gain by consuming goods or services.
Focusing on benefits allows a business to set high prices and differentiate the product from its competitors. Communicating benefits creates a psychological conviction on customers, making them want to buy the product, thereby increasing sales.
Answer:
$5,790
Explanation:
As we know that
Future value = Present value × (1 + rate)^number of years
where,
Present value = $?
Future value = $12,500
Rate = 8%
Number of years = 10 years
So, the present value equal to
= $12,500 ÷ (1 + 0.08)^10
= $12,500 ÷ 2.1589249973
= $5,790
Basically we applied the future value formula so that the present value could come
