The charges would be $10.50 as of the 15th of that current month. Jerrod spent a total of $700. Adjusted Balance Method calculates costs based on the amounts owed/due at the end of the current time period & once any credits or payments have been applied. Multiplying what Jerrod has spent in total & the percentage of interest will give him the balance of interest charges that he can expect to see in addition to the $700 he's spent.
It's also safe to assume the payment on your bill is due on the 16th.
Answer:
Most expensive in Tokyo, Least expensive in Cancun
Explanation:
Given: Exchange rates 1 $= 120 Yen
1$ =0.8 Euro
1$ = 10 pesos
Now, a bottle of beer costs in New York = 6$
in Tokyo = 1200 Yen i.e
= 10$
in Munich = 7.2 Euro i.e
= $9
in Cancun = 50 pesos =
= $5
Thus, it can be seen, the beer is least expensive in Cancun, then in New York, followed by Munich and lastly most expensive in Tokyo.
Answer:
133.33%
Explanation:
The computation of the predetermined overhead rate is shown below:
Predetermined overhead rate = Total overhead cost ÷ direct labor cost
where,
Total overhead cost is $200,000
And, the direct labor cost is $150,000
Now placing these values to the above formula
So, the predetermined overhead rate is
= $200,000 ÷ $150,000
= 1.33%
We simply applied the above formula
Answer:

Explanation:
This acts as more of a discount price for such an estimation of such a fixed present price of a company. It is often used to analyze investments when it is supposed to measure the opportunity price of the company. It is then used by corporations as the obstacle limit.
Let the total cost of equity to be Re = 5% = 0.05.
Let the market value to be E = 65% = 0.65.
Let V to the total market cost that combined debt and equity = 1
.
Let the total price of debt to Rd = 10% = 0.1.
Let the debt to be D = 35% = 0.35.
Let the income tax rate to be Tc = 40% = 0.4.


Answer:
$1,593,535.83
Explanation:
Future Value of mortgage determines the future value of a mortgage after payments have been made, at a regular frequency, charged a regular rate of interest, compounded at payment dates.
DATA
PV = $1,500,000
N = 24
r = 0.04/12
PMT = $1250
FV =?
Solution
PV = (PMT/r)*[1 – 1/(1 + r)^N] + FV/(1 + r)^N
1,500,000 = (1250/(0.04/12)) * (1 – 1/(1 + 0.04/12)^24) + FV/(1 + 0.04/12)^24
1,500,000 = 28785.31353687 + 0.92323916 FV
FV = (1,500,000 - 28785.31353687)/ 0.92323916
FV = $1,593,535.83