Answer:
Nick pay maximum $930
so correct option is d. $930
Explanation:
given data
health care policy = $250
co-insurance provision = 80 %
it mean claim to be paid by insurance company = 80%
and claim to be paid by Nick = 20 %
co payment cap = $1,000
claim insurance = $600
company paid = $280
total bills = $5,000
to find out
How much will Nick have to pay for the second claim
solution
we get first amount to be paid by insurance company and nick is
amount to be paid by insurance company and nick = $600 - $250
amount to be paid by insurance company and nick = $350
and
we know here 80% of $350 paid by insurance company
so paid by insurance company = 80% of $350 = $280
and paid by Nick = $350 - $280 = $70
so Limit available to co payment = $1000 - $70
Limit available to co payment = $930
so Nick pay maximum $930
so correct option is d. $930
Answer:
Explanation:
Annual demand (D) = 20000 units
Number of days per year = 250
Demand rate(d) = D/number of days per year = 20000/250 = 80 units
Production rate(p) = 655 units
Set up cost(S) = $1800
Holding cost (H) = $1.50
A) Optimum run size(Q) = sqrt of {2DS / H [1-(d/p)]}
= sqrt of {(2x20000x1800) /1.50[1-(80/655)]}
= Sqrt of [7200000/1.50(1-0.1221) ]
= sqrt of [72000000/(1.50 x 0.8779)]
= sqrt of (7200000/1.31685)
= Sqrt of 5467593.1199
= 2338 units
b) Maximum inventory ( I - max) = (Q/p) (p-d) = (2338/655)(655-80) = 3.5695 x 575 = 2052.46 or rounded off to 2052 units
Average inventory = I-max/2 = 2052/2 = 1026 units
C) Number of production setups per year = D/Q = 20000/2338 = 8.55 or rounded up to 6
d) optimal length of production run = optimal run size /production rate = 2338/655 = 3.56 or rounded up to 4 days
I would say C or D. Remember, bombastic words are not required.
Answer:
selling price of this car is $22700
Explanation:
given data
zero interest = 72 months
monthly payment = $350
market interest rate = 3.5% per year = 0.2917 % per month
time = 6 year = 72 months
solution
we get here present value of annuity that is
present value annuity = ( 0.2917 % per month , 72 months )
present value annuity = 64.8568
so here selling price of car is
selling price = monthly payment × present value annuity ............1
selling price = $350 × 64.8568
selling price = $22700
so selling price of this car is $22700
Answer:
A. $52,020
B. $0
C. $208,080
Explanation:
a. Computation of Rafael's realized gain on the exchange
Using this formula
Realized gain=Fair market value -Adjusted basis
Let plug in the formula
Realized gain= $190,740-$138,720
Realized gain=$52,020
Therefore a. Rafael's realized gain on the exchange is $52,020
b. Based on the information given Rafael's recognized $1031 gain is $0 reason been that
NO BOOT WAS RECEIVED
c. Computation for Rafael's $1245 depreciation recapture Amount
Using this formula
Depreciation recapture Amount=Equipment originally cost -Adjusted basis
Let plug in the formula
Depreciation recapture=$346,800-$138,720
Depreciation recapture=$208,080
Therefore Rafael's $1245 depreciation recapture of $208,080 is carried over to the replacement property
