Andrea won the Miss Illinois beauty pageant the year she graduated from college. Knowing this, the amount of money she will earn over the course of her adult lifetime is most likely to be MORE THAN that of her peers.
Since she has already won a beauty pageant, it is absolutely clear that she will ear more money than her peers. She will be a unique student among her peers. She might be offered modelling or ad films because of her victory.
Answer:
$1,241
Explanation:
For computing the net advantage to leasing first we have to determine the total cash flow from leasing and total cash flow from buying which is shown below:
For leasing:
Year Lease payment PVF at 5.8% Present value
1 $6,500 0.9452 $6,144
2 $6,500 0.8934 $5,807
3 $6,500 0.8444 $5,489
Total outflow $17,440
For buy:
Year Outflow or inflow PVF at 5.8% Present value
0 ($23,000) 1 ($23,000)
1 $1,610 0.9452 $1,522
2 $1,610 0.8934 $1,438
3 $1,610 0.8444 $1,359
Total outflow $18,681
Now the net advantage to leasing is
= Buy outflow - leasing outflow
= $18,681 - $17,440
= $1,241
Answer:
The correct answer is: Demographic.
Explanation:
To begin with, the term <em>''segmentation''</em> in the field of marketing, refers to the procedure of grouping the people into common groups according to their shared characteristics. Moreover, this procedure is done in order to make it easier for the company to understand to which market is the company addresing and who are they consumers.
To continue, there are many segmentation approaches, however the one used according to the age of the audience is the <em>''demographic segmenation''</em>, that focuses in the consumers' demographic variables such as age, sex and gender, assuming that their similar profiles will exibit similar purchasing patterns.
Answer:
7.32%
Explanation:
<em>The price of a bond is the present of its interest payment and the present value of redemption value (RV</em>
Present value of the Redemption Value (RV) =
FV× (1+r/2)^(-2×n)
FV- 2000, r- yield rate, r/2= 6.74%/2 = 3.37%, n-22
=2000× (1.0337)^(-2×22)
= 465.233
Present Value of the coupon payment =Price of bond - PV of RV
= (106.657% × 2000) - 465.233
= $1667.90
PV of coupon payment= A × (1-(1+r)^(-2×n)
A- semiannual coupon payment, r -yield
1667.90 = A × (1-(1.0337)^(-2*22))/0.0337
1,667.90 = A × 22.7710
A = 1,667.90/22.7710
A= 73.246
Annual coupon payment = 2× 73.246= 146.493
Annual coupon rate = coupon payment/ face value
= (146.493/2,000 )× 100
= 7.32%
