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Rufina [12.5K]
2 years ago
13

From the information given below, calculate the quick ratio. Particulars Amount (in $) Particulars Amount (in $) Cash 20,000 Acc

ounts payable 11,000 Notes receivable 15,000 Wages payable 5,000 Stock 5,000 Retained earnings 20,000 Inventory 6,000 Notes Payable 8,000 a. .83 times b. 1.08 times c. 1.25 times d. 1.63 times
Business
1 answer:
Nat2105 [25]2 years ago
7 0

Answer:

C. 1.25 times

Explanation:

Given: Cash 20,000 Accounts payable 11,000 Notes receivable 15,000 Wages payable 5,000 Stock 5,000 Retained earnings 20,000 Inventory 6,000 Notes Payable 8,000.

Current asset: Cash.

Current Liability: Accounts payable.

Now, calculating the quick ratio.

Formula; Quick ratio= \frac{Current\ asset- Inventory}{Current\ liability}

⇒ Quick ratio= \frac{20000- 6000}{11000}

⇒ Quick ratio= \frac{14000}{11000}

∴ Quick ratio= 1.27 ( 1.25\ is\ closest\ options\ given)

Hence, Quick ratio is 1.25 times

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Finding operating and free cash flows Consider the following balance sheets and selected data from the income statement of Keith
Reil [10]

Answer:

a. NOPAT = EBIT * (1-t)

NOPAT = $2,700 * (1-0.40)

NOPAT = $1,620

b. OCF = NOPAT + Depreciation

OCF = $1,620 + $1,600

OCF = $3,220

c. FCF = Net fixed asset investment - Net current asset investment

FCF = $3,320 - $1,400 -  $1,400

FCF = $420

Note:

Net fixed asset investment = Change in net fixed assets + depreciation

= ($14,800- $ 15,000) + $1,600

= $1,400

Net current asset investment = Change in current assets - Change in accounts payable and accurals

= ($8,200 - $6,800) - {($1,600 + $200) - ($1,500 - $300)}

= $1,400

d. FCF is meaningful as it shows that OCF is able to cover Operating expenses as well as Investment in Fixed and Current Assets

4 0
2 years ago
The before-tax income for Lonnie Holdiman Co. for 2020 was $101,000 and $77,400 for 2021. However, the accountant noted that the
lozanna [386]

Answer:

Lonnie Holdiman Co.

A Schedule showing the determination of the corrected income before taxes for 2020 and 2021:

                                                                             2020         2021

Before-tax income                                           $101,000    $77,400

1. Excess Sales revenue                                    (38,200)    38,200

2. December 31, 2020 Inventory understated   8,640      (8,640)

3. Amortized bonds discount not expensed      (1,776)       (1,901)

4. Equipment repairs not expensed                  (8,500)     (9,400)

5. Overstated depreciation from capitalized

   Equipment repairs                                             850           940

Corrected income before taxes                    $62,014   $96,599

Explanation:

a) Data and Calculations:

Before-tax income for 2020 = $101,000

Before-tax income for 2021 = $77,400

1. 2020 Sales Revenue $38,200; 2021 Sales Revenue $38,200

2. 2020 Understated inventory $8,640; 2021 Understated inventory $8,640

3. 2020 Unstated bonds interest expense $1,776

2021 Unstated bonds interest expense $1,901

4. 2020 Unstated equipment repairs $8,500 Overstated Equipment account $8,500

2021 Unstated equipment repairs $9,400 Overstated Equipment account $9,400

2020 Overstated Depreciation expense $850

2021 Overstated Depreciation expense $940.

Bonds Calculations:

Bonds outstanding value:

Bond's face value =        $250,000

Discount =                            15,000

Proceeds from bonds = $235,000

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,450 ($235,000 * 7%)

Amortized discount = $1,450

December 31, 2017:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,450 ($235,000 * 7%)

Amortized discount =          $1,450 ($16,450 - $15,000)

Outstanding value = $236,450 ($235,000 + 1,450)

December 31, 2018:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,552 ($236,450 * 7%)

Amortized discount =          $1,552 ($16,552 - $15,000)

Outstanding value = $238,002 ($236,450 + 1,552)

December 31, 2019:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,660 ($238,002 * 7%)

Amortized discount =          $1,660 ($16,660 - $15,000)

Outstanding value = $239,662 ($238,002 + 1,660)

December 31, 2020:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,776 ($239,662 * 7%)

Amortized discount =          $1,776 ($16,776 - $15,000)

Outstanding value = $241,438 ($239,662 + 1,776)

December 31, 2021:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,901 ($241,438 * 7%)

Amortized discount =           $1,901 ($16,901 - $15,000)

Outstanding value = $243,339 ($241,438 + 1,901)

Depreciation on Capitalized Equipment Repairs:  

Excess depreciation expense:

2020 = $850 ($8,500 * 10%)

2021 = $940 ($9,400 * 10%)          

6 0
2 years ago
Lakeland Chemical manufactures a product called Zing. Direct materials are added at the beginning of the process, and conversion
Evgesh-ka [11]

Answer:

$5,000

Explanation:

<em>Note that Lakeland Chemical manufactures uses weighted-average method of process costing</em>

Equivalent units

Materials  = 9,000

Conversion Costs = 7,500

Total Costs

Materials = $20,500

Conversion Costs = $15,000

Cost per equivalent units

Materials =

Conversion Costs =

Total Cost in remaining in work in process

Total Cost

The total costs remaining in work in process on May 31 are $5,000.

8 0
2 years ago
MedPlus Incorporated, based in the United States, hesitates to enter into a joint venture with Azpak Limited, a Sri Lankan compa
Grace [21]

Answer:

Legal Risk

Explanation:

Legal risk are damage, financial, reputational losses or any other form of loss received by a business due to negligence in compliance with the law related to the business. They are prospective fines or loses that a business or an organization receives for not complying with the business law and regulations.

In this case, the prospective loss could come by associating with Azpak limited which have inadequate protection of intellectual property rights.

3 0
2 years ago
Read 2 more answers
g Ken Francis is offered the possibility of investing $2,745 today; in return, he would receive $10,000 after 15 years. What is
Furkat [3]

Answer:

9.00%

Explanation:

If Ken Francis' original investment (P) is $2,745 and the future value (FV), after a period (n) of 15 years, is $10,000, the annual interest rate (r) for this investment is given by:

FV = P*(1+r)^n\\r=\sqrt[n]{\frac{FV}{P}} -1\\r=\sqrt[15]{\frac{10,000}{2,745}} -1\\r=0.0900 = 9.00\%

The annual rate of interest for this investment is 9.00%.

3 0
2 years ago
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