Answer
Gomez's business accounting profit amounted to $37500 while economic profit is $6000
Accounting profit is simply deducting explicit costs from revenue.Explicit costs are costs that require actual cash flow from the entity.
Economic profit on the other hand is calculated by deducting both explicit and implicit costs from revenue.
Implicit costs are costs relating to alternative opportunities forgone.
Explanation:
Both accounting and economic profits are highlighted below:
Accounting profit=Total revenue-explicit costs
Revenue $82,000
Helper's wages ($15,000)
Rent ($6,500)
Materials ($23,000)
Accounting profit $37,500
Economic profit =Revenue -explicit costs-implicit costs
Revenue $82,000
Helper's wages ($15,000)
Rent ($6,500)
Materials ($23,000)
Return lost money invested ($6,000)
Lost income from porter's offer ($20,500)
Entrepreneur's talent ($5,000)
Economic profit = $6,000
Explanation:
The adjusting journal entry is presented below:
On September 30
Unearned ticket revenue A/c Dr $75,000
To Ticket revenue A/c $75,000
(Being the unearned ticked revenue is recorded)
The computation is shown below:
= Season tickets sale value × number of games ÷ given number of gains
= $200,000 × 3 games ÷ 8 games
= $75,000
Answer:
Dr Interest expense -$21,720
Cr interest Payable - $21,720
Explanation:
Interest
Since it is a short-time loan (3-month), the interest rate will be prorated to 3-month.
Interest expense = $362,000 × .06 × 3/12 = $21,720
Hence, following entries will be recorded :
Dr Interest expense -$21,720
Cr interest Payable - $21,720
For Principal amount Borrowed:
Cr Loan payable $362000
Dr. Bank Account $362000
Upon Settlement :
Dr. Interest Payable $21,720 and Cr Bank Account $21,720
Dr. Loan payable $362000 and Cr Bank Account $362000
Answer: $85,500
Explanation:
From the question, we are told XYZ Corporation takes out a $1 million loan and the interest on the loan is paid semiannually.
We are also told that the six-month interest rate is six-month LIBOR 80 basis points, with a cap at 9.25%. Assume that LIBOR is at 8.5% on March 4, 1999, and 7.75% on September 4, 1999.
The second interest payments on the loan will be:
The interest rate will be:
Interest rate = LIBOR + 80bps
= 7.75 + 0.8
= 8.55%
Interest paid in the second period
= $1,000,000 × 8.55%
= $1,000,000 × 0.0855
= $85,500
Note that there is no need for using the cap since the interest didn't exceed 9.25%
