Net Present Value is the difference between the present value of cash flows and the initial investment.
Net Present Value = Present Value of cash flows - Initial Investment
The following image shows the Net Present value of the cash flows:
Net Present Value = $122,142 - $120,000
Net Present Value = $2,142
Answer:
$9,249 for three months, $18,498 for six months.
Explanation:
Experts recommend that an emergency fund should include 3 to 6 months of cash to provide for living expenses.
The Potinsky household spends $37,000 annually, therefore, it spends $3,083 monthly ($37,000 / 12).
For a three-month emergency fund = $3,083 x 3
= $9,249
For a six-month emergency fund = $3,083 x 6
= $18,498
Answer:
The correct answer is b. an implied contract.
Explanation:
The theory of implicit contracts refers to the fact that the relationship between employers and workers is governed, in addition to the "explicit" legal contracts signed between the two, by a multitude of tacit commitments established during the understanding between the two parties. Implied contracts are unwritten agreements and informal rules that companies have with their workers, and that, in many cases, are justified in the commitment to wage stability. In this theory, companies set wages within a broad and long-term strategy or stability of the employment relationship.
If a family spends $56,000 a year for living expenses. If prices increase 5 percent a year for the next four years, the amount that the family need for their annual living expenses after four years is $68,068.35.
<h3>
Annual living expenses</h3>
Using this formula
Amount=Amount spent× (1+ rate)^ Number of years
Let plug in the formula
Amount=$56,000× (1+0.05)^4
Amount=$56,000× (1.05)^4
Amount=$68,068.35
Therefore If a family spends $56,000 a year for living expenses. If prices increase 5 percent a year for the next four years, the amount that the family need for their annual living expenses after four years is $68,068.35.
Learn more about Annual living expenses here:brainly.com/question/26383826
#SPJ1