Answer:
the maximum loan size is $1,278,335.62
Explanation:
The computation of the maximum loan size is as follows:
= (NOI first year ÷ debt coverage rate) × 1 ÷ (rate of interest) × (1 - 1 ÷ (1 + rate of interest)^number of years)
= ($150,000 ÷ 1.5) × 1 ÷ (6%) × (1 - 1 ÷ (1 + 6%)^(25))
= $1,278,335.62
hence, the maximum loan size is $1,278,335.62
We simply applied the above formula
Answer:
B) high trust zero-sum reward practice
Explanation:
Zero sum reward practices are generally not that successful since usually only a few are benefited while several people are left out of the benefits, or lose. If someone gains a benefit at the expense of others, it will always cause friction within the organization. That friction can lead to illegitimate political behavior, which is behavior that breaks implied rules. The regular "losers" in zero sum reward practices may be tempted to break the rules or cheat in order to obtain the benefits.
For example, if the same person is always selected as the employee of the month, his/her "losing" coworkers may start to sabotage his/her work.
Answer:
a
Explanation:
Vertical integration is when a firm acquires a business further in its production chain. For example, a sandwich company purchasing a bakery
Answer:
A. It will stay the same.
Explanation:
The formula to compute the dividend yield is shown below:
= (Annual dividend ÷ market price) × 100
Since in the question, it is given that the expected dividend is growing at the constant growth rate i.e 6.50%, so the expected dividend yield will remain the same in the future.
As it shows a direct relationship between the growth rate and the dividend yield plus the market price is growing at a steady rate
Answer:
The options include:
[A] cannot implement the plan
<em>[B] can implement the plan
</em>
[C] can implement the plan only if no commissions are charged
[D] can implement the plan only if no management fee is charged
<em>[B] can implement the plan is Correct</em>
Explanation:
Because the client or consumer has been fully disclosed and he agrees that the Adviser / Representative will obtain a management fee and commissions the Advisor / Representative will be allowed to progress with the project.
