Answer:
$30.80
Explanation:
Intrinsic value
V0=D1/1+k +D2/(1+k)^2 +DH+PH/(1 +k)^H
Let plug in the formula
First step
V0=$1 × 1.2/(1+0.085) +($1 × 1.2)^2/(1+0.085)^2 +($1 × 1.2)^2*1.04/(0.085-0.04)*(1+0.085)^2
Second step
V0=1.2/1.085+1.44/1.007225+1.44*1.04/0.045*1.177225
Third step
V0=1.2/1.085+1.44/1.007225+1.4976/0.052975
Fourth step
V0=1.10599+1.42967+28.26993
V0=$30.80
Therefore the intrinsic value of its stock will be $30.80
Answer:
Ending Cash Balance:
January = $32,450
February = $23,600
Loan Balance End of Month
January = $0
February = $7,080
Explanation:
Note: See the attached excel file for the cash budget for January and February.
In the attached excel file, the following calculation is made:
Additional loan in February = Minimum monthly cash balance - Preliminary cash balance in February = $23,600 - $16,520 = $7,080
From the attached excel file, we have:
Ending Cash Balance:
January = $32,450
February = $23,600
Loan Balance End of Month
January = $0
February = $7,080
The correct option is PRIMARY E MAIL ACCOUNT.
One's primary e mail account is one of the log in details that is needed for one to access one's account on the website of the bank that one is using. The primary e mail account identifies one personally and give access to one's account directly, therefore it is an information that must be jealously guarded.
Answer: 12.6%
Explanation:
The bank's expected standard deviation after adding this branch will be calculated thus:
= (Total invested in new branch × Expected rate of return) + (1 - Investment in new branch) × Other assets
= (0.2 × 0.15) + (1 - 0.2) × 0.12
= 0.03 + 0.8 × 0.12
= 0.03 + 0.096
= 0.126
= 12.6%
Therefore, the bank's expected standard deviation after adding this branch is 12.6%.
<span>If some activity creates positive externalities as well as private benefits, then economic theory suggests that the activity ought to be: </span>subsidized