Answer:
a. 4 years
b. 19 years
c. 19 years
d. 25 years
Explanation:
The number of years, n is calculated for each future value as follows :
a. $1,360
Pv = - $1,000
Pmt = $ 0
P/y = 1
r = 8 %
Fv = $1,360
n = ?
Using a Financial Calculator, the number of years, n is 3.9953 or 4 years
b. $2,720
Pv = - $1,000
Pmt = $ 0
P/y = 1
r = 8 %
Fv = $2,720
n = ?
Using a Financial Calculator, the number of years, n is 13.00 or 13 years
c. $4,316
Pv = - $1,000
Pmt = $ 0
P/y = 1
r = 8 %
Fv = $4,316
n = ?
Using a Financial Calculator, the number of years, n is 19.00 or 19 years
d. $6,848
Pv = - $1,000
Pmt = $ 0
P/y = 1
r = 8 %
Fv = $6,848
n = ?
Using a Financial Calculator, the number of years, n is 24.9991 or 25 years
Answer:
499.80
Explanation:
There is no 39.6% tax bracket, the highest marginal tax is 37%. But we can assume that Mikey had to pay 39.6% in taxes which means that he is in the seventh tax bracket (highest). Since he is classified under the highest tax bracket, he will also pay the highest capital gains rate which is 20%.
Mikey's long term capital gain = $4,950 - $2,400 = $2,550
if he paid regular income taxes = $2,550 x 39.6% = $1,009.80
since he pays capital gains taxes = $2,550 x 20% = $510
That means he saves $1,009.80 - $510 = 499.80
Answer:
$1,107,793.41
Explanation:
The value of the payment today can be ascertained using the present value of an annuity due formula since the first payment is immediate as shown thus:
PV=monthly payment*(1-(1+r)^-n/r*(1+r)
monthly payment=$12,500
r=monthly interest rate=6.48%/12=0.0054
n=number of monthly payments in 10 year=10*12=120
PV=$12,500*(1-(1+0.0054)^-120/0.0054*(1+0.0054)
PV=$12,500*(1-(1.0054)^-120/0.0054*(1.0054)
PV=$12,500*(1-0.524003627
)/0.0054*1.0054
PV=$12,500*0.475996373
/0.0054*1.0054
PV=$1,107,793.41
Market failure occurs when a free market is unable to A) distribute resources efficiently.
Answer:
correct option is a $0
Explanation:
given data
Acquisition value = $52,000,000
Fair value assets = $48,000,000
to find out
What is the annual amortization of goodwill for this acquisition
solution
we know that annual amortization of goodwill on a straight line basis over 40 years before 2001
and FASB also issue statement about that it does not allow automatic amortization of goodwill
so it will be zero here as goodwill is not amortized here
so correct option is correct option is a $0
