Answer:
Beta = 0.62
Explanation:
<em>The capital pricing model establishes the relationship between expected return from a stock and its systematic risk . The systematic risk is that which affects all players (businesses and firms) in the entire market, such risks are occassioned by changes in interest rate, exchange rate e.t.c</em>
<em>According to the model , the expected return is computed as follows</em>
E(r) = Rf + β(Rm-Rf)
Rf- risk -free rate, Rm-Rf - market premium
E(r) = 12.2%, Rm-Rf = 10, β- ?
12.2 = 6% + β× 10
10β = 12.2 -6
β= (12.2-6)/10
= 0.62
Answer:
Use the equation for total return:
total stock return= (P1-P0)+D/P0
P0=Initial Stock Price
P1=Ending Stock Price (Period One)
D=Dividends
-3.15%---Percentage of total return
Dividend Yield-2.41%
Capital Gains-- -5.56%
Answer:
$26,036.74
Explanation:
Tom is able to pay $390 per month for 7 years. The interest rate is 6.8 %. Tom will pay an equivalent of the present value of a $390 annuity for & years 6.8 per cent
The applicable formula is
PV = P × 1 − (1+r)−n
r
Where PV is the present value
P is 390
r is 6.8% per year or 0.005666
n is 7 year or 84 months
PV = $390 x 1-(1+0.005666)84
0.00566
PV = $390 x 1- 0. 622133410)
0.00566
PV =390 x (0.37786659/0.00566)
PV = $390 x 66.760
PV = $26,036.74
The price of the share would be calculated as -
Price of share = Annual constant dividend / Cost of equity
Given, cost of equity = 10.5 %
Annual constant dividend = $ 1.60
Price of share = $ 1.60 ÷ 10.50 %
Price of share = $ 15.238 or $ 15.24
