Answer:
True
Explanation:
The reason is that all the management owe fiduciary duties towards the shareholders and the corporation as well because the managers are acting as an agent and their principal is shareholders are principal so the agent must act in the best interest of the principal and shareholder's best interest here is long term success of the company with no fraudulent activities in the company. This law protects the shareholders by stating that management owe fiduciary duty to shareholders which is a true statement.
Answer: label
Explanation:
Product labels are the piece of material
that are being attached to a product in order for easy identification by consumers in order to know the brand and also to know the contents.
A product's label identifies the product or brand, describes several things about the product, and promotes the brand.
D. Lenders are worried that the borrower won't pay them back, and they assess how likely that is to happen by looking at the borrower's income, other assets, credit history, etc.
Answer:
4.18%
Explanation:
The formula for used for this calculation is given as
Future value = Present( Initial) value (1 + r)ⁿ
Where n = number of years of the investment = 13 years
Future value (Amount of the investment after 13 years)= $5,280
Present ( Initial) value (Amount of the investment before 13 years) = $3,100
r = rate of return
The formula for r is derived as:
r = (Future value/ Present (initial) value)¹/ⁿ- 1
r = ($5,280/$3,100)¹/¹³ - 1
r = 1.0418139573 - 1
r = 0.0418139573
r is always in percentage format
r = 0.0418139573 × 100
r= 4.18139573%
Approximately, the rate of return annually for 13 years = 4.18%
Answer:
12.38% decrease
Explanation:
Given the following parameters
6%
Number of years = 12
Market yield I= 6 === 4.5
Present Value = 916.16 == 1045.59
PMT (annuity payment) = 50 (5%x1000)
Future value = 1000
Therefore, to solve for the percentage change, we have in the price of this bond in this situation, we have (916.16-1045.59) / 1045.59 = -0.1238
Hence, 12.38% decrease is the percentage change in the price of this bond if the market yield rises to 6% from the current yield of 4.5%,
