The expected return on this portfolio will be given by:
E[P]=Rf+(E[Rm]-Rf)β
Where:
Rf=Risk Free interest rate
Rm=Return on the market portfolio
β= Market Beta
The return on our portfolio will be:
E[p]=0.043+(0.128-0.043)0.013
=0.043+0.085*0.013
=0.044105
=4.4105%
Use Newton's Second Law: Fnet = ma
where Fnet = total net force, m = mass of object, and a = acceleration of object.
You are given Fnet = 26N and m = 4.0kg. Plug them into the equation and solve for a:


The answer is 6.5 m/s^2
Answer:
$33.50
Explanation:
we can use the perpetual growth model to determine the price of the stock
the firm's stock price = ($1.25 x 1.15)/1.11 + ($1.25 x 1.15²)/1.11² + ($1.25 x 1.15³)/1.11³ + [($1.25 x 1.15³ x 1.06)/(11% - 6%)]/1.11³
the stock price in 3 years = ($1.25 x 1.15³ x 1.06)/(11% - 6%) = $40.30
the firm's stock price = ($1.25 x 1.15)/1.11 + ($1.25 x 1.15²)/1.11² + ($1.25 x 1.15³)/1.11³ + $40.30/1.11³ = $1.30 + $1.34 + $1.39 + $29.47 = $33.50
C . Depending on how many siblings there are
Non of the above all of the others take from you or make problems.