Answer: $4,811
Explanation:
Assuming 6% of outstanding accounts receivable at the end of the current year are estimated to be uncollectible that would be,
= 6% * 98,700
= $5,922
The Allowance for Doubtful Accounts acts as a buffer for the business when bad debts are incurred.
Bad debts are taken from the Allowance as the Allowance has already been removed from the Receivables.
In cases where Bad debts exceed the buffer in the Allowance for Doubtful Debt Account we take everything in it and the remaining bad debt amount is debited to Bad Debt expense.
That would be,
= 5,922 - 1,111
= $4,811
$4,811 is the amount that should be debited to Bad Debts Expense.
The journal entry to reflect this transaction would include a credit to T. Dole, Capital in the amount of $90,000.
<h3>
What journal entries?</h3>
- A journal entry is an act of keeping or producing records of any economic or non-economic transaction.
- An accounting journal, which shows a company's debit and credit balances, records transactions.
- The journal entry can be made up of multiple records, each of which is either a debit or a credit.
- Otherwise, the journal entry is termed unbalanced if the sum of the debits does not equal the total of the credits.
So, the journal entry to reflect this transaction would include a credit to T. Dole, Capital in the amount of cash invested, and the fair market value.
30,000 + 60,000 = $90,000
Therefore, the journal entry to reflect this transaction would include a credit to T. Dole, Capital in the amount of $90,000.
Know more about journal entries here:
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The complete question:
T. Dole invests cash and land into an existing partnership. The cash invested is $30,000 and the land has a fair market value of $60,000. The journal entry to reflect this transaction would include a credit to T. Dole, Capital in the amount of $ ______.
Explanation:
goods and service tax I think that is the answer
Answer:
6.383%
Explanation:
Calculation for the What is the yield to maturity
Using this formula
YTM=n√Face value/Bond price -1
Where,
n=one-year
Face value=10,000
Bond price=9,400
Let plug in the formula
YTM=1√10,000/9,400−1
YTM=1.06383-1
YTM=0.06383*100
YTM=6.383%
Therefore the yield to maturity will be 6.383%
