Answer:
The correct answer is "$28.03".
Explanation:
The given values are:
Good purchase,
= $25
Dividend,
= $1.40
Annually earning,
= 5%
Beta coefficient,
= 1.3
Treasury bills,
= 1.4%
Now,
= 
= 
=
(%)
hence,
The fair value will be:
= 
=
Absolutely, the proposal including its brokerage must be adopted because as fair market value was almost $25.
Answer:
Explanation:
(1)
FV = PV x (1 + r)^N
FV = $75,000
PV = $35,000
r = 8%
75,000 = 35,000 x (1.08)^N
(1.08)N = 2.1429
N ln 1.08 = ln 2.1429
N = ln 2.1429 / ln 1.08 = 0.33 / 0.033 = 10 years
(2)
FV = Annual payment, A x PVA
FV = $43,700
n = 6 years
A = 8,000
43,700 = 8,000 x PVA
PVA = 5.4625
PVIFA (6 years, r%) = 5.4172
r=3%.
(3)
PV = Annual payment, A x PVIFA (r%, n years)
PV = $18,000
n = 6 years
r = 9%
$18,000 = A x PVIFA (9%, 6 years) = A x 4.4859 [From PVIFA table]
A = $18,000 / 4.4859 = $4,012.57
Answer:
Adjusted balance method.
Explanation:
Financial charges that are been summed up at the end of the last cycle of billing or their previous balances are seen to be calculated with this method. And also, it is used in calculation of the interest which are seen to be toppled or owed by people or customers that are seen to using the savings accounts.
A lot of financial institutes rely on the service or this method in the summation of their account holders month end balances.
Answer:
$ 1,586.8743
Explanation:
Calculation to determine what will be the value of the certificate when it matures
Compounded annually
Principal P= 1000
Rate r=0.08
Period n = 6
Using this formula
A = P (1+r)^n
Let plug in the formula
1000 (1.08)^6
= 1586.8743
Therefore what will be the value of the certificate when it matures is $1586.8743