Answer:
$8,119,048
Explanation:
Given that,
Amount of scholarships = $170,500 per year
Trust fund earns an annual rate of return = 2.1 percent
Let x be the amount contribute to the fund and assuming that only income is distributed,
2.1% of x = Amount of scholarships
0.021x = $170,500
x = $170,500 ÷ 0.021
= $8,119,048
Therefore, the amount of money that is contributed by the George Jefferson to the trust is $8,119,048.
Answer:
Form W-2, also known as the Wage and Tax Statement, is the document an employer is required to send to each employee and the Internal Revenue Service (IRS) at the end of the year. A W-2 reports the employee's annual wages and the amount of taxes withheld from their paychecks. A W-2 employee is someone whose employer deducts taxes from their paychecks and submits this information to the government.
Explanation:
Answer:
The primary reason for the large increase in productivity would be the management factor.
Explanation
An important factor that affects the productivity in a company is the management that can have a great influence as good managers that are competent, make a good use of the resources, implement good strategies and develop good relationships with employees generating a good working environment help increase the productivity. According to the question, this is the main reason that can be inferred.
Answer:
B) $26.30
Explanation:
To determine an investor's valuation of the stock we must calculate the present value of next year's dividend and selling price:
present value = [dividend / (1 + rate)] + [selling price / (1 + rate)]
present value = [$0.24 / (1 + 15%)] + [$30 / (1 + 15%)] = $0.21 + $26.09 = $26.30
Your godmother put $2,000 in a trust fund for you. In 10 years the fund will be worth $5,000. 9.60% is the rate of return on the trust fund.
FV = Future Value
PV = Present Value
r = rate of interest
n= no of period
FV/ PV = (1 + r )^n
5000/2000 = (1 + r%)^10
2.5 = (1 + r%)^10
r = 9.60%.
The rate of return is the net profit or loss of an investment over a period of time, expressed as a percentage of the original cost of the investment. 1 When calculating the rate of return, find the percentage change from the beginning of the period to the end of the period.
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