Answer:
- 1-a. Complete the Accounts Receivable and Allowance for Doubtful Accounts T-accounts to determine the balance sheet values. Disregard income tax considerations.
Accounts Rec T-Account
$ 306.673 Debit
$ 290.750 Credit
$ 7.059 Credit
$ 8.864 Debit Balance
Allowance for Doubtful Accounts T-Account
$ 7.059 Debit
$ 4.775 Credit
$ 2.284 Debit Balance
- 1-b. Complete the amounts related to Accounts Receivable and Bad Debt Expense that would be reported on the income statement for the current year.
$ 4.775 Dr Bad Debt Expense
- 1-c. Complete the amounts related to Accounts Receivable and Bad Debt Expense that would be reported on the balance sheet for the current year.
$ 2.284 Dr (Debit) Allowance for Uncollectible Accounts
$ 8.864 Dr (Debit) Accounts Receivable
Explanation:
Dr Accounts Receivable $ 306.673
Cash $ 290.750
Cr Accounts Receivable $ 290.750
Dr Allowance for Uncollectible Accounts $ 7.059
Cr Accounts Receivable $ 7.059
- Bad debt expense adjustment
Dr Bad Debt Expense $ 4.775
Cr Allowance for Uncollectible Accounts $ 4.775
- 1-b. Complete the amounts related to Accounts Receivable and
Bad Debt Expense that would be reported on the INCOME STATEMENT for the current year
Dr Bad Debt Expense $ 4.775
- 1-c. Complete the amounts related to Accounts Receivable and
Bad Debt Expense that would be reported on the BALANCE SHEET for the current year.
Dr Allowance for Uncollectible Accounts $ 2.284
Dr Accounts Receivable $ 8.864
Answer:
Bank adjusted balance 5,720
Explanation:
6,300
-840 outstanding check
+260 deposit in ransit
5,720 bank adjustment balance
<em><u>Notes:</u></em>
- the bookkepper error needs to be done on books cash account
- the service charge are included in the bank statemnt, is at adjustment to the book cash
- the interest revenue is also 22 an adjustment for the book cash account
Answer:
number of payment is 3.05 payment
so correct option is b 3.05 payments
Explanation:
balance = $5000
annual rate r1 = 18.7 % =
= 0.01558
credit card charging r2 = 5.9% =
= 0.004917
payments P = $250 month
to find out
How many fewer payments will you have to make to pay off this debt if you transfer the balance to the new card
solution
we first find time t both rate by total balance formula that is
balance =
...........................1
here P is payment and t is time and r is rate
put here all value and find t for r1
balance =
5000 = 
take log both side
log 0.6884 = log 1 - log
t = 24.1519 .................2
and now put here all value and find t for r2
balance =
5000 = 
take log both side
log 0.9016 = log 1 - log
t = 21.1055 .....................3
so by equation 2 and 3
so no of payment will be 24.1519 - 21.1055
so number of payment is 3.05 payment
so correct option is b 3.05 payments
Answer:
$380 million
Explanation:
Given that,
Deposits = $120 million
Required reserve ratio = 20 percent
Total bank reserves = $100 million
Required reserve ratio refers to the portion of deposits that is kept with the reserve bank.
Required reserves:
= Deposits × Required reserve ratio
= $120 million × 0.2
= $24 million
Excess reserves:
= Total reserves - Required reserves
= $100 - $24
= $76
So, there is a excess reserves in this economy.
Money multiplier = 1/Required reserve ratio
= 1/0.2
= 5
Therefore, the total money creation potential of this deposit is as follows:
= Excess reserves × Money multiplier
= $76 × 5
= $380 million
Hence, an increase in deposit creation by $380 million.
Answer:
Present Value of the loan = $19999.36 rounded off to $20000
Explanation:
The present value of loan will comprise of the present value of the principal amount of loan plus the present value of the interest that the loan will charge for the 3 year time period for which it is outstanding. As the interest payments are fixed and occur after equal intervals of time, they are considered an annuity.
To calculate the present value of the loan, we must discount the interest payments using the present value factor of annuity given in the question as 2.5771 and we must discount the principal to present value using the present value factor given in question as 0.7938.
We will first calculate the annual interest payment on loan.
Annual Interest payment = 20000 * 0.08 = 1600
Present value of the Interest payment - annuity = 1600 * 2.5771
Present value of the Interest payment - annuity = $4123.36
Present value of the Principal loan = 20000 * 0.7938
Present value of the Principal loan = $15876
Present Value of the loan = 15876 + 4123.36
Present Value of the loan = $19999.36 rounded off to $20000