The correct answer is installment credit. The explanation is below.
Installment credit allows you to purchase an item and then pay for it in installments. The reason that this would be the best option for you is that you do not have the money now to make the purchase, but you are able to make smaller monthly payments in order to purchase a computer.
Installment credit is better than revolving credit for new borrowers. Revolving credit would allow you to charge additional purchases on your revolving credit account. The installment plan only finances one item, rather than like a credit card, which is how revolving credit works. You would not choose non-installment credit because this would require you to make this payment all at once in a short period of time. It would not allow you to spread the payments out over time.
Answer:
$8,770.00
Explanation:
In this question we use the present value formula i.e shown in the attachment below:
Data provided in the question
Future value = $0
Rate of interest = 0.48%
NPER = 4 years × 12 months = 48 months
PMT = $205
The formula is shown below:
= -PV(Rate;NPER;PMT;FV;type)
So, after solving this, the answer would be $8,770.00
Answer: $132,000
Explanation:
Oscar's new basis on the building will be the basis of the old building plus any additional investment he added.
This is the because there is no gain on the $140,000 he received because it was an Involuntary Conversion amount and he reinvested it into another building within a period of 2 years.
As there is no gain, the building will retain it's original basis but will add any amount outside the involuntary replacement cost of the building.
The Additional basis will be,
= Cost of building - Insurance
= 142,000 - 140,000
= $2,000
The Basis for the new building is,
= 130,000 + 2,000
= $132,000
Answer:
D) $801
Explanation:
Businesses can only deduct $25 per gift per client, in this case the client's wife is not an actual client, so Sue can only deduct $25 for the gift plus the wrapping expenses. She can also deduct the $400 spent in the calendars and the $370 watch.
Sue's total deductions = $25 + $6 + $400 + $370 = $801
