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Hitman42 [59]
3 years ago
12

Current Attempt in Progress The following information is available for Zoe’s Activewear Inc. for three recent fiscal years. 2022

2021 2020 Inventory $553,000 $568,000 $332,000 Net sales 1,948,000 1,725,000 1,311,000 Cost of goods sold 1,552,000 1,288,000 947,000 (a) Calculate the inventory turnover, days in inventory, and gross profit rate for 2022 and 2021. (Round inventory turnover to 1 decimal place, e.g. 5.2, days in inventory to 0 decimal places, e.g. 125 and gross profit rate to 1 decimal place, e.g. 5.2%.) 2022 2021 Inventory Turnover enter an inventory turnover times enter an inventory turnover times Days in Inventory enter a number of days days enter a number of days days Gross Profit Rate enter percentages % enter percentages % eTextbook and Media
Business
1 answer:
IRINA_888 [86]3 years ago
5 0

Answer:

<u>2022:</u>

TO 3.48

Days outstanding: 105

Gross Profit rate: 20.33%

<u>2021:</u>

TO 3.83

Days Outstanding 95

Gross profit rate: 25.33%

Explanation:

2022

\frac{Sales}{Average Inventory} = $Inventory Turnover

​where:

$$Average Inventory=(Beginning Inventory + Ending Inventory)/2

Sales for 2022:           $  1,948,000

Average Inventory:  (553,000 +586,000)/2 =560,500

\frac{1948000}{560500} = $Inventory Turnover

<u>Inventory TO 3.475468332</u>

\frac{365}{Inventory TO} = $Days on Inventory

\frac{365}{3.47546833184657} = $Days on Inventory

<u>Days on Inventory 105</u>

<u>Gross Profit Rates:</u>

\frac{Gross \: Profit}{sales} \times100

(1,948,000 - 1552,000)/1,948,000 x 100 = 20.33%

2021:

Sales 1725000

Average Inventory (332,000 + 568,000)/2 = 450,000

\frac{1725000}{450000} = $Inventory Turnover

<u>Inventory TO 3.833333333</u>

\frac{365}{3.83333333333333} = $Days on Inventory

Days on Inventory 95

<u>Gross Profit Rates:</u>

\frac{Gross \: Profit}{sales}\times 100

(1,725,000 - 1,288,000)/1,725,000 =<u> 25.33%</u>

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Answer:

$100,000

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4 0
3 years ago
The last dividend paid by Wilden Corporation was $1.55. The dividend growth rate is expected to be constant at 1.5% for 2 years,
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Answer:

e)  $37.05

Explanation:

Using the dividend growth model, the value of a stock is the present value of the future dividends receivable discounted at the required rate of return . The required rate of return is given as 12%.

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Present value of the future dividends:

PV of Year 1 = 1.55(1.015)m × 1.12^(-1)

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PV of Year 3 (this will be done in two steps)

Step 1; PV (in yr 2) of year 3 dividend

= (1.55)(1.015)^2×(1.08)/(0.12-0.08)

=43.114

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  =43.114 × (1.12^(-2))

   = 34.37

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To discount the year 3 dividend, we use two steps. The first stp helps get the PV in year 2, and step 3 helps to take it further to the PV in year 0

         

8 0
3 years ago
The labor-force participation rate is? a. 47.1 percent. b. 50.2 percent. c. 65.9 percent. d. 70.2 percent.
il63 [147K]

The labor-force participation rate is 70.2 percent
therefore the correct option is D

What is Labor force?
The labor force is made up of both employed people and unemployed people, and the unemployment rate is calculated by dividing the number of jobless people by the total labor force. If a person works for compensation or runs their own business for at least an hour any day of the week, including the twelfth of the month, they are regarded to be employed. If a person works for compensation or runs their own business for at least an hour any day of the week, including the twelfth of the month, they are regarded to be employed. In a family-run firm, individuals who put in at least fifteen hours of unpaid work are also regarded as employees. Employed people include those who are temporarily away from their work due to a vacation, illness, inclement weather, or other personal reasons. Those who worked full-time (35 hours or more during the survey week) and those who worked part-time are both considered to be in the employed category.

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Complete Question
The labor-force participation rate is? a. 47.1 percent. b. 50.2 percent. c. 65.9 percent. d. 70.2 percent, e. none of the above

4 0
2 years ago
Vanessa bought a house for $268,500. She has a 30 year mortgage with a fixed rate of 6.25%. Vanessaâs monthly payments are $1,59
Musya8 [376]

Answer:

Ans. A) $9,314.45

Explanation:

Hi, first we have to bring to present value the monthly payments to be made for 30 years (360 months). In order for this to be useful, we have to convert this annua compounded monthly rate (6.25%) to an effective rate, that is 6.25% / 12 = 0.5208%. Now, when we find this present value, we are going to substract it from the price of the house and that is the value of the down payment. But let´s just go ahead and do it together.

We have to use this formula to bring to present value the $1,595.85 monthly payments, for 30 years (360 months) at a rate of 6.25% (0.5208% monthly).

PresentValue=\frac{A((1+r)^{n}-1) }{r(1+r)^{n} }

It should look like this

PresentValue=\frac{1,595.85((1+ 0.005208 )^{360}-1) }{0.005208(1+0.005208)^{360} }

Present Value=259,185.55

Now, let´s go ahead and find the down payment.

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So, the answer is a). $9,314.45

Best of luck.

5 0
3 years ago
Beedle issued a 10-year bond to Aeron Company on 1/1/20x6. The bonds have a 6% annual interest rate and pay interest semi-annual
Mama L [17]

1. The issue price of the bonds is<u> $215,589.16</u>.

2. An amortization schedule through 20x9 is as follows:

<h3>Amortization Schedule:</h3>

Period       PV             PMT   Interest Expense  Amortization        FV

1       $215,589.16     $6,000       $5,389.73            $610.27      $214,978.89

2      $214,978.89    $6,000      $5,374.47           $625.53      $214,353.36

Year 2

3     $214,353.36     $6,000      $5,358.83             $641.17        $213,712.20

4      $213,712.20     $6,000      $5,342.80           $657.20      $213,055.00

Year 3

5    $213,055.00     $6,000      $5,326.38            $673.62        $212,381.38

6     $212,381.38     $6,000      $5,309.53            $690.47        $211,690.91

Year 4

7      $211,690.91    $6,000      $5,292.27             $707.73        $210,983.18

8     $210,983.18    $6,000      $5,274.58            $725.42       $210,257.76

3. The journal entry recorded by Beedle on January 1, 20x6 is as follows:

Debit Cash $215,589.16

Credit Bonds Payable $200,000

Credit Bond Premium $15,589.16

  • To record the issuance of $200,000 at 6% interest, semi-annually.

4. The amount in the accounts at the end of 20x6 are:

A. Bond payable $200,000

B. Premium $14,353.36 ($15,589.16 - $610.27 = $625.53)

C. Fair value adjustment on Bond payable = $1,235.80 ($610.27 = $625.53)

D. Interest expense = $10,764.20

5. The journal entry to record the bond retirement transaction on 12/31/20X8 is as follows:

Debit Bonds Payable $200,000

Debit Bonds Premium $12,000

Credit Cash $212,000

  • To record the bond retirement.

<h3>Data and Calculations:</h3>

Maturity period = 10 years

Interest rate = 6% semi-annually

Interest payment dates = June 30 and December 31

Market rate = 5%

Face value = $200,000

Semi-annual coupon payment = $6,000 ($200,000 x 3%)

Fair value of the bonds at December 31:

12/31/20X6 $ 213,200

12/31/20X7 $ 213,300

12/31/20x8 $ 212,000

<h3>Issue Price Calculations:</h3>

N (# of periods) = 20 (10 years x 2)

I/Y (Interest per year) = 5%

PMT (Periodic Payment) = $6,000 ($200,000 x 6% x 1/2)

FV (Future Value) = $200,000

Results:

PV = $215,589.16

Sum of all periodic payments = $120,000 ($6,000 x 20)

Total Interest $104,410.84

Learn more about recording bond transactions at brainly.com/question/15877561

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5 0
2 years ago
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