Answer:
It would take a total of 14.572001 Months to pay off the balance, with interest
Explanation:
$2470.04 Would take 12.6 months to pay off, therefore, you must apply 17.99% yearly interest to this figure.
$2470.04 * .1799 = $444.36 interest
Principal + interest = total
$2470.04 + $444.36= $2914.4
$2914.4 / $200 = 14.57 months
The calculation of how many months it would take to repay a credit card balance, given an annual interest rate and a fixed monthly repayment, is not straightforward due to the compounding effect of interest. However, without considering interest, this would update around 12.35 months to pay off the balance of $2,470.04 with a monthly payment of $200.
The question relates to the concept of credit card debt repayment. Given an annual interest rate of 17.99%, a monthly payment of $200.00, and a balance of $2,470.04, it will take significantly longer than just dividing $2,470.04 by $200 to pay off the debt. This is because the annual interest rate is compounding on the remaining balance every month.
In order to calculate the exact number of months it would take to pay off the credit card, we'd need to set up and solve a complex mathematical equation which requires a good understanding of logarithms and algebra. In this case, it is best to use a financial calculator or an online credit card repayment calculator. However, on a simple base without accounting for interest, by dividing the balance of $2,470.04 by the monthly payment of $200, it would take approximately 12.35 months to pay off the debt. However, due to the added interest, the actual number of months would likely be greater.
#SPJ3
Answer:
(i) and (iv)
Explanation:
The appreciable cost is the cost in which the assets can be depreciation over the useful life
And, the appreciable cost is come after deducting the salvage value from the acquisition cost
The formula to compute the depreciation expense using the straight-line method is shown below:
= (Original cost - salvage value) ÷ (useful life)
So it can be calculated after considering the first and four options
Answer:
underapplied by 2,250
Explanation:
we will distribute the expected cost of overhead ovwer the cost driver. In this case, machine hours:
255,000 / 100,000 = 2.55
Then we multiply thew rate by the amount of actual hours:
105,000 x 2.55 = 267,760
We compare with the appleid overhead:
267,760 - 270,000 = -2,250
As the actual overehad was higher than applied overhead the overhead was underapplied
Answer:
DR Sales returns and Allowances ............................. $500
CR Accounts Receivable........................................................$500
Explanation:
Jepson returned $500 worth of goods so this would need to be accounted for by reducing the Accounts receivable amount by $500.
The returns will be accounted for in the Sales returns and allowances account which will be debited to reflect this.
Answer:
$168,000
Explanation:
Depreciation expense using the double declining method = Depreciation factor x cost of the asset
Depreciation factor = 2 x (1/useful life)
Depreciation factor = 2 x (1/10) = 0.2
depreciation expense in year 1 = 0.2 x $1,050,000 =$210,000
book value at the beginning of year 2 = $1,050,000 - $210,000 = $840,000
depreciation expense in year 2 = 0.2 x $840,000 = $168,000
Answer:
13.77 years
Explanation:
The maturity period is the period taken for the Bonds' Market Price equals its Face Value.
Calculation of the maturity period :
PV = - $394.47
PMT = $0
YTM = 6.87 %
P/YR = 2
FV = $1,000
N = ?
Using a financial calculator to input the values as above, the number of periods interest is accrued on the bond (N) is 27.54 thus the number of years will be 13.77 (27.54 ÷ 12) .
Answer:
Yes
Explanation:
The computation is shown below:
Particulars Sales As Is Process further Incremental Accounting
Sales $89,500 $605,000 $515,500
(1,375 units × $440)
Less:
Additional Process costs $398,750 $398,750
(1,375 units × $290)
Total $89,500 $206,250 $116,750
Based on the incremental income, Holmes should process it further.