Answer:
12.41%
Explanation:
yield to call = {coupon + [(call value - market value)/n]} / [(call value - market value)/2]
0.05 = {150 + [(2,900 - market value)/8]} / [(2,900 - market value)/2]
0.05 x [(2,900 - market value)/2] = 150 + [(2,900 - market value)/8]
0.05 x (1,450 + 0.5MV) = 150 + 362.5 - 0.125MV
72.5 + 0.025MV = 512.5 - 0.125MV
0.15MV = 440
MV = 440 / 0.15 = $2,933.33
Claire's total returns = $150 (coupon) + ($2,960 - $2,933.33) = $176.67
Claire's return on investment = $176.67 / $2,933.33 = 6.02273%
effective annual yield = (1 + 6.02273%)² - 1 = 12.41%
Answer:
Store A = 3.4521
Store B = 2.9589
Store C = 4.4384
Explanation:
Store A charges ADB method
purchase made on 5th first payment on 15th of 100
so from 5th to 15th Average daily balance =300 for 10 days
then from 15th to 4th for remaining 20 days average daily balance = 200
Average Daily Balance = (300*10+200*20)/30
Total finance charge = ADB*(APR*(Days/365))
=300*((0.18)*(10/365))+200*((0.18)*(20/365))
= 1.4795+1.9726=3.4521
Store B
Adjusted Balance Method uses adjusted balance to calculate the charges
Adjusted balance=Starting balance adjusted for credit and debit
Adjusted balance =300-100=200
Financial Charges = 200*(.18*(30/365))=2.9589
Store C
Previous Balance Method the interest is calculated on amount of balance carried from previous billing cycle
Balance Carried = 300
Charges =300*(.18*(30/365))= 4.4384
Answer:
1. Particulars Super premium Premium Economy
Material cost $16 $12 $10
Indirect cost (40000/10000) <u>$4 </u> <u>$4 </u> <u>$4</u>
Total cost $20 $16 $14
Profit (100% of total cost) <u>$20 </u> <u>$16 </u> <u>$14</u>
Selling price <u>$40</u> <u>$32 </u> <u>$28</u>
<u />
2. Yes, the price calculated in part A takes into account what customers are willing to pay. This can be said because the company has the policy of adding 100% to the total cost. This means that the company knows that customers will be willing to pay that much amount.
