Yes. Once someone is in a difficult financial situation, they may have to give up some wants and desires in place of things they need. If money is tight, they should rather use what money they have to pay pills and buy food, and not purchase items they want like toys or videogames. When faced with a bad financial situation, an individual is forced to separate what they believe is a want and a need, and choose between the two.
Answer:
The independent cases not given in the question are:
a. Case A: Market interest rate (annual): 4 percent.
b. Case B: Market interest rate (annual): 6 percent.
c. Case C: Market interest rate (annual): 8.5 percent.
At 4% issue price is $583,502.44
At 6% issue price is $501,500.00
At 8% issue price is $433,344.51
Explanation:
The price of the bond can be computed using the pv value formula in excel.
=pv(rate,nper,pmt,fv)
rate is the market interest given in the three cases divided by since the bond is a semi-annual interest paying bond. for example 4%/2=2%
nper is the time to maturity multiplied by 2 i.e 10*2=20
pmt is the coupon interest receivable by investor semi-annually which is 6%/2*$501,500=$15045
fv is the face value at $501,500
at 4%
=pv(2%,20,15045,501500)
=$583,502.44
at 6%
=pv(3%,20,15045,501500)
=$501,500.00
At 8%
=pv(4%,20,15045,501500)
=$433,344.51
Answer:
One of the most important disadvantages of excess inventory is the loss of revenue. Products depreciate over time and lose their initial value. So the longer you hold a product, the cheaper it gets.
Answer:
positively.
Explanation:
The <u><em>correlation </em></u>between education and income is positive a more educated person will always have a better income than one that is not. But along the statistical distribution of this<u><em> correlation</em></u> there are people that <u><em>deviate </em></u>for the curve <u><em>(standar deviation)</em></u> and even though they are educated they do not earn as much money to others that have the same level of education.
Answer:
$6,225.08
Explanation:
The computation of the future value of these cash flows in year 4 is shown below:
= Year 1 cash flow × (1 + interest rate)^year + Year 2 cash flow × (1 + interest rate)^year + Year 3 cash flow × (1 + interest rate)^year + Year 4 cash flow × (1 + interest rate)^year
= $950 × 1.08^3 + $1,180 × 1.08^2 + $1,400 × 1.08^1 + $2,140
= $950 × 1.259712 + $1,180 × 1.1664 + $1,400 × 1.08 + $2,140
= $1,196.7264 + $1,376.352 + $1,512 + $2,140
= $6,225.08