Answer:
Quoted price of bond = $1825.05
Explanation:
The quoted price or price of the bond can be calculated by taking adding the present value of the annuity payments in form of interest made by the bond and the present value of the face value of the bond. The formula for the price of bond is attached.
The interest is payed semi annually, thus the semi annual coupon payment (C) is,
C = 2000 * 5.87% * 6/12 = 58.7
The semi annual YTM is = 6.9%/2 = 3.45%
Total semi annual periods are = 13 * 2 = 26
Bond Price = 58.7 * [(1 - (1+0.0345)^-26) / 0.0345] + 2000 / (1+0.0345)^26
Bond Price = $1825.051207 rounded off to $1825.05
Answer : Premium Pricing.
Companies manufacturing or selling designer apparel, custom jewellery or exclusive paintings usually have a unique brand. These companies usually have their own signature brands that have a big competitive advantage. Hence they charge higher prices.
Answer:
$7.15
Explanation:
Calculation for Other The cost of wages and salaries and other overhead that would be charged to each bouquet made is:
Wages and salaries charged to each bouquet produced = (60%*$180,000)+(50%*$70,000)/20,000 bouquet
Wages and salaries charged to each bouquet produced = $108,000+$35,000/20,000 bouquet
Wages and salaries charged to each bouquet produced = $143,000/20,000 bouquet
Wages and salaries charged to each bouquet produced = $7.15
Therefore The cost of wages and salaries and other overhead that would be charged to each bouquet made is:$7.15
Answer:
$106,595
Explanation:
Given:
Initial market rate = 9%
Dropped market interest rate, r = 7% per year
or
= 7% × [6 ÷ 12]
= 3.5% = 0.035
Remaining time, n = 9 years = 18 semi annual periods
Now,
Value of the bond at the retirement
= [ PVAF × Interest payment] + [ PVF × face value]
here,
Present value of annuity factor, PVAF = 
or
PVAF = 
or
PVAF = 13.189
And,
Interest payment = $100,000 × 8% × [6 ÷ 12 ] [since, 8% bonds]
= $4000
Present value factor = 
= 0.538
par value = $100,000
= [13.189 × $40] + [0.538 × 100,000]
= 52,758.7316 + 53,836.114
= $106,595
Hence,
The correct answer is option $106,595