Answer:
The correct option is C, credit to cash over and short for $3
Explanation:
The requirement targets the balancing entry in the cash account,with cash of $17 in the petty cash account coupled with receipts of $86, the total amount in the petty cash is $103 ($86+$17) and the established float is just $100, which implies that the petty cash has an excess fund of $3 that must be returned to the main cash account.
The excess is the difference between $103 cash in the petty cash account and the maximum float of $100($103-$100)
Answer:
Tom should take loan option B, the loan with compound interest. Normally, loans with compound interest will result in more interest being paid. In this case, Tom needs to pay close attention to the interest rates that apply. Because the simple interest loan has a rate that is so much higher, it would be wise to choose the compound interest loan.
Based on the given transactions in July, the journal entry to record the payment of rent on July 31st is:
Date Account Title Debit Credit
July 31st Rent expense $3,000
Prepaid Expenses - Rent expense $3,000
<h3>How to write the journal entry for prepaid expenses?</h3>
Accounting uses the accrual basis which means that expenses are only recognized when they have been incurred and not when they are paid for. If you paid $40,000 for rent and yet your monthly rent is $5,000, only the $5,000 will be recognized as rental expense. The rest of the money is treated as a prepaid expense.
When another month elapses, then the other amount of rent can be recognized as is the case here. The month ended on July 31st and there was a need to record rental expense and so it was recorded at the rent expense of $3,000.
The journal entry would therefore show Rent Expense account is debited and the Prepaid Expenses account is credited to show it is reducing.
Full question is:
Record the journal entry to represent the payment of rent.
Find out more on prepaid expenses at brainly.com/question/27961230
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<span>D) an employees car used for deliveries</span>
Answer:
$25,000
Explanation:
Data provided in the question
First payment will occur in a year = $1,000
Growing rate = 8%
Interest rate = 12%
So, the today value of the bequest is
= (First payment will occur in a year) ÷ (Interest rate - growing rate)
= ($1,000) ÷ (12% - 8%)
= ($1,000) ÷ (4%)
= $25,000
Hence, the today value of the bequest is $25,000
