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OverLord2011 [107]
3 years ago
10

Corazon Company purchased an asset with a list price of $14,000. Corazon paid $500 of transportation in cost, $800 to train an e

mployee to operate the equipment, and $200 to insure the asset against theft after it has been setup in the factory. The asset was purchased under terms 1/20/n30 and Corazon paid for the asset within the discount period. Based on this information, Corazon would capitalize the asset on its books at___________
Business
2 answers:
Licemer1 [7]3 years ago
7 0

Answer:

15,160

Explanation:

Net 20 terms: Full amount ready between 20 days, occasionally written as n/20.

Terms 2/10. n/30: with a 2% discount for settlement within 10 days, net 30 implying that the full amount will be ready between 30 days.

The terms 1/10, n/30: with a 1% discount for settlement within 10 days time, net 30 meaning the full amount is going to be ready between 30 days.

Terms 5/10, 2/30, n/60: 5% for settlement within 10 days, 2% for settlement in 11-30 days, full amount due within 60 days.

Net 30 Terms EOM: Payment will be ready in full 30 days after the end of the month (EOM) in which the invoice was given for.

iragen [17]3 years ago
7 0

Answer:

$15160

Explanation:

The net terms or n/30 means that the payment fo an item purchased must be made within 30 days of purchase.

but 1/20/n30 means that if full payment of an asset or item purchased is made within the first 20 days of the 30 days an additional 1 % discount will be granted to the buyer.

since Corazon paid within the first 20 days he purchase price would be

= $14000 - (1% of $14000 )

= 14000 - 140

= $13860

the total capitalization of the asset by Corazon will be ( excluding the insurance)

= $13860 + $500 + $800 = $15160

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Explanation:

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8 0
3 years ago
Set up an amortization schedule for a $25000 loan to be repaid in equal installment at the end of each 3 years. The interest rat
Lesechka [4]

Answer:

we must first determine the annual payment:

annual payment = present value / annuity factor

present value = $25,000

PV annuity factor, 10%, 3 periods = 2.4869

annual payment = $25,000 / 2.48685 = $10,052.87

year       payment     interest paid       principal paid       ending balance

1          $10,052.87      $2,500              $7,552.87             $17,447.13

2         $10,052.87      $1,744.71           $8,308.16              $9,138.97

3         $10,052.87      $913.90             $9,138.97              $0

in percentages:

year       payment     interest paid       principal paid    

1               100%            25%                        75%

2              100%        17.36%                   82.64%

3              100%         9.09%                   90.91%

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3 years ago
Happy Foods and General Grains both produce similar puffed rice breakfast cereals. For both companies, the cost of producing a b
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3 0
3 years ago
Joshua needed money for some unexpected expenses, so he borrowed $5,355.26 from a friend and agreed to repay the loan in seven e
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Answer:

10%

25.14 years

Explanation:

A financial calculator can be used to solve these problems

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8 0
3 years ago
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Part A

Answer and its explanation:

Interest earned in the third year can be found from following two steps

Step 1 Use compounding formula for first two years, which is as under:

Future value = Present Value * (1+r)^n

Here n is the number of years the amount would be deposited for, which is 2 years duration. And r is the rate of return which is 8% here. So the future value in the year 2 will be:

Future value = $1000 * (1 + 0.08)^2 = $1166.4

Now the interest earned in the third year is:

Interest earned in the third year = $1166.4 * 8% = $93.312

Part B

Answer and its explanation:

The simple interest is the interest arising from the principal investment made in the year zero to date and this can be calculated as under:

Simple interest = Principal investment * rate of interest * number of years

Simple Interest = $1000 * 8% * 3years = $240

And the interest arising from the compounding of interest can be found by the difference of the Future value of the investment for three years and simple interest.

So,

Interest arising through compounding of interest = FV of investment in three years time - (Simple Interest + Principal investment)

Interest arising through compounding of interest = $1000*(1+0.08)^3 -$1240

= $19.712

6 0
3 years ago
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