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vovangra [49]
2 years ago
13

At the beginning of Year 1, Trey Inc., purchased a machine with a total acquisition cost of $33,000. The machine has an estimate

d residual value of $3,000 at the end of its estimated useful life of 3 years. The machine is expected to produce a total of 60,000 units over its estimated useful life. During Year 1, it was used to produce a total of 16,000 units. Using the straight-line method, what is the amount of annual depreciation that should be recorded?
Business
1 answer:
soldier1979 [14.2K]2 years ago
7 0

Answer:

$8,000

Explanation:

Data provided in the question:

cost of machine = $33,000

Estimated residual value = $3,000

Estimated useful life = 3 years

Estimated useful life in terms of production = 60,000 units

Total units produced in year 1 = 16,000

Now,

Rate of annual depreciation with respect to units produced

= [ Cost - Salvage value ] ÷ Estimated useful life in terms of production

= [ $33,000 - $3,000 ] ÷ 60,000

= $0.5 per unit

Therefore,

Depreciation expense for the year 1

= Rate of annual depreciation × Total units produced in year 1

= $0.5 per unit × 16,000 units.

= $8,000

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During the current year, sales on account were $306,673, collections on account were $290,750, write-offs of bad debts were $7,0
sweet-ann [11.9K]

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:

  • Initial Balance

Dr Accounts Receivable  $ 306.673

 

  • Write-offs of bad debts  

Cash $ 290.750

Cr Accounts Receivable  $ 290.750

 

  • Write-offs of bad debts  

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

6 0
3 years ago
A company received a bank statement with a balance of $ 6 comma 300. Reconciling items included a bookkeeper error of $ 400long
larisa [96]

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
6 0
3 years ago
You just received an offer in the mail to transfer your $5,000 balance from your current credit card, which charges an annual ra
NARA [144]

Answer:

number of payment is 3.05 payment

so correct option is b 3.05 payments

Explanation:

balance = $5000

annual rate r1 = 18.7 % = \frac{0.187}{12} = 0.01558

credit card charging r2 = 5.9% = \frac{0.059}{12} = 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 =  P * \frac{1-(1+r)^{-t}}{r}    ...........................1

here P is payment and t is time and r is rate

put here all value and find t for r1

balance =  P * \frac{1-(1+r)^{-t}}{r}  

5000 =  250 * \frac{1-(1+0.01558)^{-t}}{0.01558}

take log both side

log 0.6884 = log 1 - log(1+0.01558)^{t}    

t = 24.1519        .................2

and now put here all value and find t for r2

balance =  P * \frac{1-(1+r)^{-t}}{r}  

5000 =  250 * \frac{1-(1+0.00492)^{-t}}{0.00492}

take log both side

log 0.9016 = log 1 - log(1+0.00492)^{t}  

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

7 0
3 years ago
Suppose a banking system has $120 million in deposits, a required reserve ratio of 20 percent, and total bank reserves for the w
Dmitry_Shevchenko [17]

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.

6 0
3 years ago
A company must repay the bank a single payment of $20,000 cash in 3 years for a loan it entered into. The loan is at 8% interest
Yuki888 [10]

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

7 0
2 years ago
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