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FrozenT [24]
3 years ago
13

A finance lease agreement calls for quarterly lease payments of $5,376 over a 10-year lease term, with the first payment on July

1, the beginning of the lease. The annual interest rate is 8%. Both the present value of the lease payments and the cost of the asset to the lessor are $150,000. Required: a. Prepare a partial amortization table up to the October 1 payment. b. What would be the amount of interest expense (revenue) the lessee (lessor) would record in conjunction with the second quarterly payment on October 1?
Business
1 answer:
Rainbow [258]3 years ago
4 0

Answer:

a. The preparation of partial amortization is shown below:-

b. $2,892

Explanation:

a. Date Lease  Effective        Decrease in  Outstanding              

             payment     interest           balance          balance

July 1                                                                           $150,000

July 1     $5,376                                  $5,376             $144,624

                                                                                ($150,000 - $5,376)

Oct 1      $5,376       $2,892              $2,484              $142,140

                                                       ( $5,376 - $2,892) ($144,624 - $2,484)

b. Interest expense on October 1 = $2,892

Working Note:-

Take the outstanding balance times 2% (8% annual = 2% quarterly)

So, the Effective interest = $144,624 × 0.02

= $2,892.48

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If we used the retail method to estimate the ending inventory first we get the given of the problem that can be used in solving.
 Given
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So, the estimated ending inventory for the month of July is $145,000. 
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4 years ago
An engineer wishes to have $3 million by the time he retires in 35 years. Assuming 8% nominal interest, compounded continuously,
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Answer:

annual sum must he set aside $16209.42

Explanation:

given data

engineer wishes = $3 million

retires time = 35 years

nominal interest = 8%

solution

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interest rate  = e^{r} - 1  ...........1

interest rate  = e^{0.08} - 1

interest rate  = 0.08328 = 8.33%

and

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amount = $3000000 × \frac{0.0832}{(1+0.0832)^{35}-1}

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