Answer:
The correct answer is
D. ($260,000)
good luck ❤
a. Compute Selma's accrual basis gross receipts for 2015.
b. Selma paid cash for all of the purchases. The total amount paid for merchandise in 2020 was $1,300,000. At the end of 2019, she had merchandise on hand with a cost of $150,000. At the end of 2020, the cost of merchandise on hand was $300,000. Compute Selma's gross income (profit) from merchandise sales for 2015.
Answer:
a. $1,350,000
b. $200,000
Explanation:
The computation is shown below;
a. Accrual basis gross receipts for the year 2015 is
= Cash receipts + account receivable from year 2015 - collection in account receivable - proceeds of bank loan
= $1,400,000 + $250,000 - $200,000 - $100,000
= $1,350,000
b. Now the Gross income or profit is
As we know that
Gross profit is
= Sales - cost of goods sold
= $1,350,000 - ($1,300,000 + $150,000 - $300,000)
= $1,350,000 - $1,150,000
= $200,000
Selma's accrual basis gross receipts for 2015 would be $1,350,000, and her gross income (profit) from merchandise sales for the same year would be $200,000.
To calculate Selma's accrual basis gross receipts for 2015, we need to adjust her cash receipts, which totals up to $1.4 million. The receipts include $200,000 that was actually earned in 2014 (collected in 2015) and a $100,000 bank loan that does not count as earned revenue. So, we subtract these from the total receipts: $1,400,000 - $200,000 - $100,000 = $1,100,000. And we add the amounts receivable at the end of 2015 which is $250,000. So, Selma's accrual basis gross receipts for 2015 is $1,350,000 ($1,100,000 + $250,000).
For the second part of your question, Selma's gross income (profit) from merchandise sales for 2015 can be computed by calculating the cost of goods sold (COGS) and subtracting this from the gross receipts calculated above. Start by adding the cost of merchandise on hand at the end of 2019 ($150,000) to the purchases made in 2020 ($1,300,000). This gives us a presupposed cost of goods available for sale. We then subtract the cost of the merchandise on hand at the end of 2020 ($300,000). The COGS is, therefore, $1,150,000. Subtraction the COGS from the gross receipts gives us a gross income of $200,000 ($1,350,000 - $1,150,000).
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Answer:
After 25 years you will have in your account $42,782.05.
Explanation:
First find the Future value of $19000 invested today at the end of 11 years.
PV = - $19,000
Pmt = $0
P/yr = 1
r = 3.30%
n = 11
FV = ?
Using a Financial calculator, the Future Value (FV) after 11 years will be $27,155.46.
Use the $27,155.46 to find future value at the end of the next 14 years at the rate of 2.70%
PV = - $27,155.46
Pmt = $0
P/yr = 1
r = 3.30%
n = 14
FV = ?
Using a Financial calculator, the Future Value (FV) after 14 years will be $42,782.05.
Thus, after 25 years you will have in your account $42,782.05.
Answer:
Cash would be debited $5,000 on the left side of the T account. Unearned programming service revenue will be credited $5,000 on the right side of T account.
Explanation:
When cash is received, cash increases and is debited by $5,000 (note Cash is an asset account, when asset and expense accounts increase they are debited. When revenue, liability, and owner's equity increase they are credited).
The revenue for this service is not earned yet so we pass the other leg of the entry to Unearned Programming Revenue. It is a revenue account so when it increases we credit. So we credit $5,000 to this account.
When a business receives cash in advance for services, this is treated as a liability called 'Unearned Revenue'. The Cash account would be debited (increased) by $5,000 and the Unearned Revenue account would be credited (increased) by $5,000.
When Major Programming receives $5,000 in advance for providing programming services, this is considered as prepayment and thus, it is recorded as a liability on the balance sheet. In terms of T-accounts, it would be recorded as follows:
Therefore, the T-accounts would reflect an increase in both Cash and Unearned Revenue by $5,000 each, resulting from this transaction.
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Required:
Determine the amount of depreciation expense for the years ended December 31, Year 1, Year 2, Year 3, and Year 4, by (a) the straight-line method, (b) units-of-output method, and (c) the double-declining-balance method.
Note: FOR DECLINING BALANCE ONLY, round the multiplier to four decimal places. Then round the answer for each year to the nearest whole dollar.
Answer:
a. Straight-line method.
Year Depreciation expense ($)
1 10,530
2 14,040
3 14,040
4 3,510
b. Units-of-production method.
Year Depreciation expense ($)
1 7,800
2 14,950
3 12,350
4 7,020
c. Double-declining balance method
Year Depreciation expense ($)
1 21,735
2 14,490
3 4,830
4 1,065
Explanation:
(a) the straight-line method
Note: See part a of the attached excel file for the depreciation schedule for Straight-line method.
In the attached excel file, the depreciation rate used for the Straight-line method is calculated as follows:
Straight line depreciation rate = 1 / Estimated useful life = 1 / 3 = 0.3333, or 33.33%
(b) units-of-output method
Note: See part b of the attached excel file for the depreciation schedule for units-of-production method.
(c) the double-declining-balance method.
Note: See part c of the attached excel file for the depreciation schedule for double-declining-balance method.
In the attached excel file, the depreciation rate used for the Double- declining-balance method is calculated as follows:
Double-declining depreciation rate = Straight line depreciation rate * 2 = (1/3) * 2 = 0.666667, or 66.6667%
Note:
Under this double-declining-balance method, the depreciation expenses for Year 4 is calculated by deducting the residual value of $1,350 from the Year 4 Beginning depreciable amount (i.e. $2,415 - $1,350 = $1,065). The residual value of $1,350 therefore represents the book value at the end of Year 4.
Answer:
$69,660
Explanation:
For computing the contribution margin first we have to determine the contribution margin per unit which is shown below:
Contribution margin per unit = Contribution margin ÷ Number of units
= $58,320 ÷ 3,600 units
= $16.2
Now if the sales unit is 4,300 so the contribution margin is
= Sales units × contribution margin per unit
= 4,300 units × $16.20
= $69,660
Answer:
the correct answer is either a rise in output or a fall in velocity.
good luck