Answer:
Explanation:
Present value of note = Annual payment x present value annuity factor
Annual payment = 8,400
PVAF = 4,7665
= $ 8,400 x 4.7665
= $ 40,038.60
So, the present value of note is $ 40,038.60
Given:
<span>General pharmacy’s stock has a beta of 1.8 and an expected return of 14%,
Sicoras corp.’s stock has a beta of 1.5 and an expected return of 16.2%.
Let Rf stand for risk free rate.
Let Rm stand for expected market return.
General Pharmacy: 14% = Rf + 1.8(Rm-Rf)
Sicoras Corp.: 16.2% = Rf + 1.5(Rm-Rf)
0.14 = Rf + 1.8Rm - 1.8Rf
0.14 = Rf - 1.8Rf + 1.8Rm
0.14 = -0.8Rf + 1.8Rm
0.14 + 0.8Rf = 1.8Rm
Rm = 0.14/1.8 + 0.8Rf/1.8
Rm = 0.078 + 0.444Rf
</span><span>0.162 = Rf + 1.5(Rm-Rf)
</span>0.162 = Rf + 1.5[(0.078+0.444Rf) - Rf]
0.162 = Rf + 0.117 + 0.666Rf - 1.5Rf
0.162 - 0.117 = Rf + 0.666Rf - 1.5Rf
0.045 = 0.166Rf
0.045/0.166 = Rf
0.271 = Rf
<span>Rm = 0.078 + 0.444Rf
</span>Rm = 0.078 + 0.444(0.271)
Rm = 0.078 + 0.120
Rm = 0.198
Rf = 27.1% ; Rm = 19.8%
The risk free rate is 27.1% and the expected market return is 19.8%.
To check, simply substitute the value of Rf and Rm in the above equation.
Answer:
D. Limited partnership
Explanation:
This is an example of a limited partnership
Answer:
The correct answer is: in retail.
Explanation:
To begin with, if Josephine is a teenager who works part-time to make money for her own expenses and also she is like most of american youth who hold part-time jobs then the most probable place to work is in retail, where many teenagers are required due to the fact that the majority of the jobs given in that area are for people who do not need many skills or abilities and therefore that the common action to take is to hire young people to pay low salaries for part-time jobs.
Answer:
118%
Explanation:
Calculation for the M2 measure invested in the managed portfolio
Using this formula
M2 measure invested in the managed portfolio=Managed portfolio standard deviation standard deviation/Market portfolio's standard deviation
Let plug in the formula
M2 measure invested in the managed portfolio=26%/22%
M2 measure invested in the managed portfolio=118%
Therefore the adjusted portfolio P* needed to calculate the M2 measure will have 118% invested in the managed portfolio and the rest in T-bills
