The yield of maturity for this bond is "8.4 percent".
We can calculate this in the following way;
<span>Yield to maturity = YTM = {($1,000 x .06) + [($1,000 - 900)/5]}/[($900 + $1,000)/2]
=(60 + 20) / (950)
=80/950
=0.084
=0.084 x 100
= 8.4 percent</span>
Answer will be ‘Desire’ according to me.
Answer:
The aftertax salvage value of the equipment is $302,964
Explanation:
In order to calculate the aftertax salvage value of the equipment, first we would need to calculate the Book value of the equipment after 4 years as follows:
Book value of the equipment after 4 years = Purchase price *(1-depreciation rate each year)
= $2,000,000*(1-0.2-0.32-0.192-0.1152)
=$345,600
Loss on sale = $281,000-345,600
= 64600
Tax benefit on loss = $64,600*34% = $21,964
Therefore, After tax salvage value = selling price + tax benefit
= $281,000 + $21,964
=$302,964
The aftertax salvage value of the equipment is $302,964
Answer: The correct answer is D) It is a problem caused by agents pursuing their own interests rather than the interests of the principals who hired them.
Explanation: A principal in the context of a business is the owner of the business which in most cases are the shareholders. While the agents are those employed or hired to engage in the day to day activities of the business.
The principal most often aims to maximise shareholders wealth. Principal- agent problem may arise where the agent s of the business put their interests as priority as against the interests of the principal. Such interests of the agents may be to earn bonuses even if it would jeopardize the growth of the organisation.This is an ineffective way of running an organization.