Answer:
a. $12.08 per share
Explanation:
For computing the next year stock we have to do the following calculations
Current Earning per share = Net Income ÷ Number of Common Shares Outstanding
= $9,750,000 ÷ 5,500,000 shares
= $1.77
Current Price Earning ratio = Current stock price ÷ Current EPS
= $14.74 ÷ $1.77
= 8.33
Now Next year earning per share = $9,750,000 × 1.25 ÷ 8,400,000 shares = $1.45
So, the next year stock price = $1.45 x 8.33
= $12.08 per share
Answer:
A) $1384.24
Explanation:
Terminal Value = Free Cash Flow (FCF) of last forecast *(1+ perpetual growth rate)/(discount rate – perpetual growth rate)
FCF of last forecast = $88*(1+10%)^2 = $106.48
Gonzales Corporationʹs expected terminal enterprise value in year 2 = $106.48 * (1+4%)/(12%-4%) = $1382.24
This indicates that the society is using resources efficiently and effectively. This is because all economies tend to go towards the equilibrium and if they don't, that's bad for the economy.
Answer:
First National EAR 14.48%
First United EAR 14.38%
Explanation:
Calculation to determine Calculate the EAR for First National Bank and First United Bank.
Using this formula
EAR = [1 + (APR / m)]m − 1
Let plug in the formula
First National EAR = [1 + (.136 / 12)]12 − 1
First National EAR= .1448*100
First National EAR=14.48%
First United EAR = [1 + (.139 / 2)]2 − 1
First United EAR = .1438*100
First United EAR = 14.38%
Therefore the EAR for First National Bank and First United Bank will be :
First National EAR 14.48%
First United EAR 14.38%
Total investment = $19000
Three investments
A. 10% per annum = $X
(Assumed simple interest, since compounding period not known)
B. low risk stock at 2% = (19000-X)/2
C. high risk stock at 40% = (19000-X)/2
Value at the end of one year
10%(X)+2%(19000-X)/2+40%(19000-X)/2 = 22440-19000
Simplify
0.1X+190-0.01X+3800-0.2X=22400-19000
0.11X=3990-3440
X=550/0.11=5000
So investments are $5000 on private company, (19000-5000)/2=7000 on low risk, and 7000 on high-risk.
