Answer:
The value of this liability today is $24,234,083.39...
Answer:
large capitalization growth stocks
Explanation:
Out of the four possible options, large capitalization growth stocks are the only option that provides potential growth and receives income from dividends.
Money market instruments are extremely safe investments, but they yield a very low return. This type of investment is suitable for investors that wish to preserve their capital.
Mutual funds is not a very specific answer, since it can apply to several types of investments.
Bonds only provide income, but they do not provide growth (fixed coupon rate).
Answer: 10%
Explanation:
The Equilibrium real interest rate would be the interest rate that equates the Desired savings to the desired investment for both the National and foreign economy.
Desired national saving + Foreign desired national saving = Desired national investment + Foreign desired national investment
1,200 + 1,000rw + 1,300 + 1,000rw = (1,000 - 500rw) + (1,800 - 500rw)
2,500 + 2,000rw = 2,800 - 1,000rw
2,000rw + 1,000rw = 2,800 - 2,500
3,000rw = 300
rw = 0.1
rw = 10%
Option C
As a manager with D-Lighting Industries, part of Darius’ job is to make specific short-term decisions about what his department must do to achieve D-Lighting’s long-term success. Darius is involved in: tactical planning.
<u>Explanation:</u>
Tactical planning demands a company's strategic plan and establishes ahead specific short-term activities and ideas, regularly by the company board or function. Tactical planning is splitting up those intentions into practicable tasks that we can begin programming into our task management practice and schedule.
In the tactical phase, the market is acknowledging to paramount facts. Lower-level supervisors have a greater knowledge of day-to-day actions, and they are habitually the ones accountable for tactical planning. In trades and the managerial world, tactical decisions are quite common.
Answer:
$74108
Explanation:
Solution
Given that:
Deposit = $4,500
Interest rate =8.57%
Plan to deposit =$3000 at the end of 5 years through 1
n= 20 years
Now
We apply the formula given below:
A=P(1+r/100)^n
Here
A=future value
P=present value
r=rate of interest
n=time period.
Thus
=4500(1.0857)^20+3000(1.0857)^15+3000(1.0857)^14+3000(1.0857)^13+3000(1.0857)^12+3000(1.0857)^11+3000(1.0857)^10
=$74108
Therefore the account value at 20 years (ending) is $74108
