Submitted by: Submitted by maryamanee
Views: 333
Words: 294
Pages: 2
Category: Business and Industry
Date Submitted: 02/27/2013 05:58 PM
5.1
P = F*r*[1 -(1+i)^-n]/i + C*(1+i)^-n, where
F = 1000
C = 1000
r = .08
i = .09
n = 12
the bond price is 1000*.08 * (1 - 1.09^-12)/.09 + 1000*1.09^-12 = $928.39
5.2
Time to maturity=12 Years
Par Value=1,000
Coupon rate=10%
Price of the bond=$850
Value of the bond t=1nPar value*Coupon rate1+YTMt+Par value1+YTMn
Par Value=1,000
Coupon rate=10%
Time to maturity=12 Years
Yield to maturity=12.475%
5.6
Average inflation for 2 years=(IP2)=[(3%+3%0/2]
K=3%
IP2=3%
Yield on 2 years Treasury Security=6.3
(KT-2)=K+IP2+MRP2
MRP2=6.3-6
=.063-.006
.057
5.7
FV 1,000
PMT 50
N 16 8.5/2=4.25%
Interest rate=
R 4.25%
Present Value = $1,085.80
5.13
PV=Annual interest/current yield
80/8.21%=$974.42
=rate(55,80,-974.42,1000)
Yield to Maturity=7.65%
6.6
No
6.1
08 + 1.4/2
=1.1
6.2
Rate of return on stock = risk free rate + (Expected return on market - risk free rate) * Beta
Rate of return on stock = .06 + (.13 - .06) * .7
Rate of return on stock = .0649
6.7
A. CAPM
= rRF + bix (rM – rRF)
ri = 9% + 1.3 x (14% - 9%) = 9% + 1.3 x 5% =
= 15.5%
B.
ri= rRF + bi * Market Risk Premium
(1) rRF = 10%
ri = 10% + 1.3 x 5% = 16.5%
(2) rRF = 8%
ri = 8% + 1.3 x 5% = 14.5%
C.
ri= 9% + 1.3 x (16% - 9%) = 18.1%
(2) rRF = 9%, rM = 13%
RI= 9% + 1.3 x (13% - 9%) = 14.2%