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goldfiish [28.3K]
3 years ago
12

A firm buys on terms of 3/15, net 45. It does not take the discount, and it generally pays after 85 days. What is the nominal an

nual percentage cost of its non-free trade credit, based on a 365-day year? The firm's APR of not taking the trade credit is ____. (If you use percent, then do not use the percent sign. Go two places to the right of the decimal point (XX.XX). If you use decimal places, then go four places to the right of the decimal place. 0.XXXX). 0.1613
Business
1 answer:
Firdavs [7]3 years ago
7 0

Answer:

What is the nominal annual percentage cost of its non-free trade credit, based on a 365-day year? The firm's APR of not taking the trade credit is <u>0.1613</u>.

Explanation:

The nominal cost of its non-free trade credit = the discounts lost for paying late.

In this case, the seller offers a 3% discount if the firm pays within 15 days.

annual financial cost = [discount / (100% - discount)] x [365 / (repayment time - discount period)]

annual financial cost = [3% / (100% - 3%)] x [365 / (85 - 15)] = (3% / 97%) x (365 / 70) = 0.1613 or 16.13%

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Leach Inc. experienced the following events for the first two years of its operations:
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Answer:

a.1) <u>year 1</u>

Issued $10,000 of common stock for cash.

Dr cash 10,000

    Cr common stock 10,000

Provided $78,000 of services on account.

Dr accounts receivable 78,000

    Cr service revenue 78,000

Provided $36,000 of services and received cash.

Dr cash 36,000

    Cr service revenue 36,000

Collected $69,000 cash from accounts receivable.

Dr cash 69,000

    Cr accounts receivable 69,000

Paid $38,000 of salaries expense for the year.

Dr wages expense 38,000

    Cr cash 38,000

Adjusted the accounting records to reflect uncollectible accounts expense for the year.  Leach estimates that 5 percent of the ending accounts receivable balance will be uncollectible.

Dr bad debt expense 450

    Cr accounts receivable 450

Closed the revenue account. Closed the expense account.

Dr service revenue 114,000

    Cr income summary 114,000

Dr income summary 38,450

    Cr wages expense 38,000

    Cr bad debt expense 450

Dr income summary 75,550

    Cr retained earnings 75,550

<h2>b.1) income statement year 1</h2>

Service revenue           $114,000

Expenses:

  • Wages $38,000
  • Bad debt $450    <u>($38,450)</u>

Net income                   $75,550

<h2>balance sheet year 1</h2>

Assets:

Cash $77,000

Accounts receivable $8,550

total assets                                           $85,550

Equity:

Common stock $10,000

Retained earnings $75,550

total equity                                            $85,550

<h2>statement of cash flows year 1</h2>

Cash flows form operating activities:

Net income                                      $75,550

adjustments:

Increase in accounts receivable     <u>($8,550)</u>

net cash from operating activities  $67,000

Cash flow from financing activities:

Common stocks issued                   <u>$10,000</u>

Net cash increase                           $77,000

beginning cash balance                <u>          $0</u>

Ending cash balance                      $87,000

a.2) <u>Year 2:</u>

Wrote off an uncollectible account for $650.

Dr bad debt expense 650

    Cr accounts receivable 650

Provided $88,000 of services on account.

Dr accounts receivable 88,000

    Cr service revenue 88,000

Provided $32,000 of services and collected cash.

Dr cash 32,000

    Cr service revenue 32,000

Collected $81,000 cash from accounts receivable.

Dr cash 81,000

    Cr accounts receivable 81,000

Paid $65,000 of salaries expense for the year.

Dr wages expense 65,000

    Cr cash 65,000

Adjusted the accounts to reflect uncollectible accounts expense for the year.  Leach estimates that 5 percent of the ending accounts receivable balance will be uncollectible.

Dr bad debt expense 745

    Cr accounts receivable 745

<h2>b.2) income statement year 2</h2>

Service revenue             $120,000

Expenses:

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  • Bad debt $1,395    <u>($38,450)</u>

Net income                      $53,605

<h2>balance sheet year 2</h2>

Assets:

Cash $125,000

Accounts receivable $14,155

total assets                                           $139,155

Equity:

Common stock $10,000

Retained earnings $129,155

total equity                                            $139,155

<h2>statement of cash flows year 2</h2>

Cash flows form operating activities:

Net income                                      $53,605

adjustments:

Increase in accounts receivable     <u>($5,605)</u>

net cash from operating activities  $48,000

Net cash increase                           $48,000

beginning cash balance                <u> $77,000</u>

Ending cash balance                    $125,000

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net realizable value of accounts receivable at year 2 = $14,155

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3 years ago
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3 years ago
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Alexxandr [17]
In an acquisition, the firm being purchased is the target firm, and the firm which is purchasing the other firm is the acquiring firm. 
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3 years ago
All of the following are weaknesses of the payback period:_________ (You may select more than one answer. Single click the box w
sashaice [31]

Answer:

c. it ignores all cash flows after the payback period

d. it ignores the time value of money.

Explanation:

Payback period as far as capital budgeting is concerned can be regarded as time that is required for recouping of funds that is been expended during setting up of an investment, or the funds required to get to break-even point. It should be noted that weaknesses of the payback period are;

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3 years ago
You own a bond that pays $64 in interest annually. The face value is $1,000 and the current market price is $1,062.50. The bond
drek231 [11]

Answer:

the yield to maturity of this bond is 5.7%

Explanation:

given data

pays interest annually C =  $64

face value F = $1,000

current market price P = $1,062.50

bond matures n = 30 years

solution

we get here yield to maturity that is express as

yield to maturity =

yield to maturity = [C+ (F-P) ÷ n] ÷ [(F+P) ÷ 2   ]     .................1

put here value and we get

yield to maturity = \frac{64+(1000-1062.50)}{11}  ÷ \frac{(1,000+1,062.50)}{2}

yield to maturity = 0.057

so that the yield to maturity of this bond is 5.7%

6 0
3 years ago
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