An example would be
The Cost of flour for a baker
Answer:
1. PV = 101.87
2. YTM = 7.46%
3. Price of the bond is $100.92
Explanation:
PV = 8.5/ (1.065) + 108.5/ (1.075)2
PV = 7.981 + 93.889
PV = 101.87
Part B:
PV = 101.870
FV = 100
N = 2
PMT = 8.5
Using Financial Calculator:
r = 7.459237
YTM = 7.46%
Part C:
The forward rate for next year, derived from the zero-coupon yield curve, is approximately:
(1 + forward Rate) = (1 + 0.075)2/ (1.065)
forward rate = 8.51%
Price of the bond = 108.5/ (1.0851)
Price of the bond = 100
Part D:
Interest Rate = 8.51% - 1% = 7.51%
Price of the bond = 108.5/ (1.0751)
Price of the bond = 100.92
Answer:
62,500 shares
Explanation:
common stock = 500,000 shares
Total shares outstanding = 40 million
Percentage of existing holding:
= (Shares of common stock ÷ Total shares outstanding) × 100
= (500,000 ÷ 40,000,000) × 100
= 1.25%
New shares that can be purchased:
= Number of new shares sold × Percentage of existing holding
= 5 million × 1.25%
= 62,500 shares
The answer is "<u>The disagreement between these economists is most likely due to differences in scientific judgments."</u>
It isn't surprising that as the inquiry proceeds with, researchers at times differ about the bearing in which truth lies. Economists regularly differ for a similar reason. Economics is a youthful science, and there is still much to be educated. Economists here and there differ in light of the fact that they have distinctive hunches about the legitimacy of elective hypotheses or about the extent of critical parameters that measure how monetary factors are connected.
Answer:
<u>Future Price</u>
F0: 126.89
F3: 113.13
F4: 113.41
<u>Value of the contract:</u>
a) zero (by definition)
b) -13
c) -13
Explanation:
<em>forward price:</em>

being S the spot rate
time 9 months and
rate 2% <u>continuous componding</u>
As the rate is continuous we calculate using the e number instead:


F = 125 x 1.015113065
F = 126.8891331 = 126.89
<u>3th month into the contract:</u>

F = 113.1256187 = 113.13
<u>4th month</u>

F = 113.4087866 = 113.41
<u>value of the contract</u>
at third month:
Vt = St - F0
Vt = 112 - 125 = -13
at fourth month
Vt = 112 - 125 = -13