I believe it would be the answer B
Answer:
cardinal corporation is unethical in its business operation.
Explanation:
From my own point of view, this business practice is far from being ethical. Encouraging drivers to violate traffic laws and these drivers still get rewarded at the end for the unethical behaviors.
the utilitarianism theory of ethics is being violated. The action of these drivers cannot be of benefits to everybody because by over speeding, they could cause accidents and deaths of people as well as themselves. The countrys law is clearly being violated.
the altruism theory is also being violated. The end result of over speeding by the driver is only of advantage to the company and its customers. The driver could die due to over speeding.
Cardinal Corporation is clearly just about the profit. They are not morally or socially responsible. They may face the loss of goodwill if this is allowed to continue and there is a fatal accident causing loss of lives because they would be made faced with lawsuits.
Answer:
Eminent domain for the public good.
Explanation:
He charged the branch manager because he didn't see eminent domain for public use.
In eminent domain the government, the government the government has the power to take private property for public use.
The bank is a public place and as such are required to have a public domain that is members of the public or for civic use. Such a party is likely going to be for public use or it could be delegated to third parties.
Answer:
Explanation:
For answer , see the attached file.
Answer:
I looked for the missing numbers and found the following question:
Your company currently has $1,000 par, 6.5% coupon bonds with 10 years to maturity and a price of $1,078. If you want to issue new 10-year coupon bonds at par, what coupon rate do you need toset? Assume that for both bonds, the next coupon payment is due in exactly six months.
We need to calculate the yield to maturity (YTM) of the current bonds. Since the bonds pay interests every 6 months, then the coupon = $32.50
YTM = {coupon + [(face value - market value)/n]}/[(face value + market value)/2]
YTM = {32.5 + [(1,000 - 1,078)/20]}/[(1,000 + 1,078)/2]
YTM = 28.6 / 1,039 = 0.275 x 2 = 5.5053% ≈ 5.51%
In order to sell the new bonds at par, the coupon rate must be 5.51%
