Answer:
B) that the impact of unethical actions can reach far beyond the corporation.
Explanation:
Due to Bernie's bad actions, not only did WorldCom's shareholders, clients and employees suffered, also an innocent third party suffered. The Heritage Foundation had nothing to do with Bernie (unlucky name for CEOs), but since they received money from the Sea Pines Heritage PGA golf tournament, both the foundation and the tournament will suffer from lower incomes and bad reputation. This can almost be consider a negative externality, since an innocent bystander suffers from the crooked transactions of other parties.
Answer:
c. No; the facts of this situation do not provide reasonable grounds for a stop and search. Any attempt to do so by store security could result in a claim of false imprisonment.
Explanation:
According to the situation described in the question above, store security has no right to stop and search for Jeff. Therefore, the letter c is the most correct answer to this question.
Jeff's actions in the store do not provide sufficient reasons for there to be any kind of stop and research, as the facts in the situation do not provide enough information about an illegal act, so if store security forces a situation there could be legal damage to the store .
Therefore, it is essential that stores adopt a theft prevention strategy, with an effective security system and a team prepared to carry out correct approaches.
Answer:
Preferred habitat theory.
Explanation:
Explanation on this theory deals a lot on yield; as it tries to let us know that the said investors who's bond are put to play here always tend to show that they are willing to make purchases out of their line or circle of limit if a reasonable amount of yield/ high yield is attached or falls back with their bond when they make these transactions.
This directly implies that investors interest are always seen to be embedded on their returns and also maturity. It is seen to also affect the yield curve in many cases.
Answer:
$836
Explanation:
market interest rate = 7%
in order to determine the current price of the bond we must add the present value of face value + coupon payments:
PV of face value = $1,000 / (1 + 7%)⁵ = $712.99
PV of coupon payments = $30 x 4.1002 (PV annuity factor, 7%, 5 periods) = $123.01
current market price = $712.99 + $123.01 = $836