Answer:
Depreciation expense Office equipment = 1,200.00
Depreciation expense Computer equipment = 5,000.00
Explanation:
The difference between accumulated depreciation represents the depreciation charge that was made during the first quarter of the 2018 accounting year.
Then depreciation charges for the first quarter are calculated as follows:
Depreciation expense Office equipment = 800 – 400 = 400
Depreciation expense Computer equipment = 2,500 – 1,250 = 1,250
Since there are 4 quarters in an accounting year, the depreciation charge in 2018 is calculated as follows:
Depreciation expense Office equipment = 400 * 4 = 1,200
Depreciation expense Computer equipment = 1,250 * 4 = 5,000
<u>Solution and Explanation:</u>
<u>Journal entry to record the purchase the bags of insultaion.</u>
Date Particulars Debit Credit
Inventory $6875
accounts payable $6875
(Purchased insulated bags from Glassco Inc., 1250bags at the rate $5.5 each)
<u>entry to record the payment for shipping</u>
Inventory $320
cash $320
( paid shipping charges for bags to warehouse)
<u>entry for return of the defective bags</u>
accounts payable $275
Inventory $275
( returned defective bags to glassco Inc)
<u>To record the payment for the bags kept by compass.</u>
Accounts payable $6600
cash $6600
( payment for remaining bags to Glassco Inc., )
Answer:
Correct option is (D)
Explanation:
Given:
Purchase price of copyright = $50,000
Expected useful life = 5 years
Annual depreciation expense as per straight line method:
= Purchase price ÷ useful life
= 50,000 ÷ 5
= $10,000
Only useful life is considered and not legal life.
Carrying value of asset at the end of year = Book value of asset - annual depreciation
Carrying value of copyright at then end of first year = 50,000 - 10,000 = $40,000
Carrying value of copyright at then end of second year = 40,000 - 10,000 = $30,000
Wyatt's<u> effective interest rate</u> would be greater than his <u>nominal interest rate </u>by 0. 71 percentage points.
The <em>nominal interest rate</em> is 13. 62% or 0.1362 that would be given an <em>effective rate of interest </em>as follows:
Here, the value of the effective rate of interest<u>,</u> that is 0.1433 that would be multiplied with 100 to get the <u>percentage value</u> of 14.33%
Hence, the <u>difference between effective and nominal interest rates</u> would be:
Learn more about the effective and nominal rates of interest here:
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