BUSINESS COLLEGE

The Packaging Department started the month with 900 units in process, received 1 comma 600 units from the Finishing Department, and transferred 1 comma 900 units to Finished Goods. Direct materials are added at the beginning of the process and conversion costs are incurred evenly. The units still in process at the end of the month are 55% complete for conversion costs. Calculate the number of units still in process at the end of the month and the equivalent units of production. The company uses the weighted-average method. Production Cost Report - Packaging Department

Answers

Answer 1

Answer:

Answer:

ending WIP physical units: 600

Equivalent units: 495

Explanation:

physical units:

We will add up the beginning units and the transferred-in.

Then we subtract the transefrred-out

beginning 900

received 1,600

total units during the period: 2,500

transferred out: (1,900)

ending: 600

To know the equivalent untis we multiply by their porcentage of completion:

900 x 55% = 495 units

Related Questions

Prepaid Rent. On September 1 of the current year, the company prepaid $44,400 for two years of rent for facilities being occupied that day. The company debited Prepaid Rent and credited Cash for $44,400.Prepaid RentStep 1: Determine what the current account balance equals.Step 2: Determine what the current account balance should equal.Step 3: Record the December 31 adjusting entry to get from step 1 to step 2
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Journalize entries for the following related transactions of Manville Heating & Air Company. Refer to the Chart of Accounts for exact wording of account titles. Mar. 1 Purchased $90,000 of merchandise from Wright Co. on account, terms 2/10, n/30. Mar. 9 Paid the amount owed on the invoice within the discount period.Mar. 11 Discovered that $18,000 of the merchandise purchased on March 1 was defective and returned items, receiving credit for $17,640 [$18,000 − ($18,000 × 2%)].Mar. 18 Purchased $10,000 of merchandise from Wright Co. on account, terms n/30.Mar. 20 Received a refund from Wright Co. for return on Mar. 11 less the purchase on Mar. 18.
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With regard to a futures contract, the long position is held by a. the trader who plans to hold the contract open for the lengthiest time period. b. the trader who commits to delivering the commodity on the delivery date. c. the trader who bought the contract at the largest discount. d. the trader who has to travel the farthest distance to deliver the commodity. e. the trader who commits to purchasing the commodity on the delivery date.

An All-Pro defensive lineman is in contract negotiations. The team has offered the following salary structure: Time Salary 0 $ 5,700,000 1 4,300,000 2 4,800,000 3 5,300,000 4 6,700,000 5 7,400,000 6 8,200,000 All salaries are to be paid in a lump sum. The player has asked you as his agent to renegotiate the terms. He wants a $9.2 million signing bonus payable today and a contract value increase of $1,200,000. He also wants an equal salary paid every three months, with the first paycheck three months from now. If the discount rate is 4.7 percent compounded daily, what is the amount of his quarterly check? Assume 365 days in a year. (Do not round intermediate calculations and enter your answer in dollars, not millions of dollars, rounded to 2 decimal places, e.g., 1,234,567.89.)

Answers

Answer:

PTM $ 1,225,900.379

Explanation:

We will calculate the present value of the contract.

Then we will increase by 1,200,000

Next, we subtract the 9.2 bonus payable today

and distribute the rest under quarter payments:

We use present value of a lump sum

$(Nominal)/((1 + rate)^(time) ) = PV$

0 5,700,000 5,700,000

1 4,300,000 4,102,588.223

2 4,800,000 4,369,383.7

3 5,300,000 4,603,035.135

4 6,700,000 5,551,785.732

5 7,400,000 5,850,312.795

6 8,200,000 6,185,156.501

Then we add them: 36,362,262.09

We increase by 1,200,000

and subtract the 9,200,000 initial payment

28,362,262.09

this is the present value fothe quarterly payment

Next we calculate the equivalent compound rate per quarter:

$(1+(0.047)/(365) )^(365) = (1+(r_e)/(4) )^(4) \nr_e = (\sqrt[4]{1+(0.047)/(365) )^(365)} - 1)* 4$

equivalent rate: 0.002954634

Now we claculate the PTM of an annuity of 24 quearter at this rate:

$PV / (1-(1+r)^(-time) )/(rate) = PTM\n$

PV $28,362,262.09

time 24

rate 0.002954634

$28362262.0861625 * (1-(1+0.00295463425906195)^(-24) )/(0.00295463425906195) = PTM\n$

PTM $ 1,225,900.379

You have been asked to estimate the beta for a large South Korean company, with large holdings in steel and financial services. A regression of stock returns against the local market index yields a beta of 1.10, but the firm is 15% of the index. You have collected the average betas for global companies in each of the sectors, as well as the average debt equity ratios in each sector: Setor Average Regression Beta Average D/E ratio
Steel 1.18 30%
Financial
Services 1.14 70%
The average tax rate for these industries is 40%.
In the most recent period, the company you are analyzing earned 70% of its operating income from steel and 30% from financial services. The firm also had a debt/equity ratio of 150%, and a tax rate of 30%. Estimate the levered beta for the company.

Answers

Answer:

The levered beta for the company is 1.93.

Explanation:

Levered beta for the company = (Weight of steel business*levered beta of steel business) + (Weight of financial services business*levered beta of financial services business)

Levered beta of steel business = Unlevered beta of steel sector*[1+(1 - firm's tax rate)*(firm's debt/equity ratio)

levered beta of financial services business = Unlevered beta of financial services sector*[1+(1 - firm's tax rate)*(firm's debt/equity ratio)

Unlevered beta of steel sector = Current beta of steel sector/[1+(1 - avg. tax rate of firms in the sector)*(Avg. debt/equity ratio of the sector)

Unlevered beta of steel sector = 1.18/[1+((1-0.4)*0.3)]

Unlevered beta of steel sector = 1.18/[1+(0.6*0.3)]

Unlevered beta of steel sector = 1.18/(1+0.18)

Unlevered beta of steel sector = 1.18/1.18

Unlevered beta of steel sector = 1

Levered beta of steel business = 1*[1+((1-0.3)*1.5)]

Levered beta of steel business = 1*[1+(0.7*1.5)]

Levered beta of steel business = 1*(1+1.05)

Levered beta of steel business = 1*2.05

Levered beta of steel business = 2.05

Unlevered beta of financial services sector = Current beta of financial services sector/[1+(1 - avg. tax rate of firms in the sector)*(Avg. debt/equity ratio of the sector)

Unlevered beta of financial services sector = 1.14/[1+((1-0.4)*0.7)]

Unlevered beta of financial services sector =1.14/[1+(0.6*0.7)]

Unlevered beta of financial services sector = 1.14/(1+0.42)

Unlevered beta of financial services sector = 1.14/1.42

Unlevered beta of financial services sector = 0.80

Levered beta of financial services business = 0.8*[1+((1-0.3)*1.5)] = 0.8*[1+(0.7*1.5)] = 0.8*(1+1.05) = 0.8*2.05 = 1.64

Levered beta for the company = (0.7*2.05) + (0.3*1.64)

Levered beta for the company = 1.44 + 0.49

Levered beta for the company = 1.93

Hence, the levered beta for the company is 1.93.

Final answer:

To estimate the levered beta for a company with operations in multiple sectors - steel and financial services in this case - you take a weighted average of the sector betas based on earnings distribution to get the unlevered beta. You then adjust for the company's debt/equity ratio and tax rate to get the levered beta. The estimated levered beta for this company is 2.378.

Explanation:

To estimate the levered beta for the company, we first need to consider the betas for each of the sectors the company operates in - steel and financial services. Given the firm's earnings distribution, the unlevered beta is computed as 0.7*Steel Beta + 0.3*Financial Services Beta = 0.7*1.18 + 0.3*1.14 = 1.16.

Next, to calculate the levered beta, we need to factor in the firm's debt/equity ratio. We use the formula for the levered beta: Levered Beta = Unlevered Beta * (1 + (1 - Tax Rate) * D/E ratio). Substituting the values we have: Levered Beta = 1.16 * (1 + (1 - 0.3) * 1.5) = 1.16 * 2.05 = 2.378. Therefore, the estimated levered beta is 2.378.

Learn more about Levered Beta Calculation here:

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Use the following information to determine the ending cash balance to be reported on the month ended June 30 cash budget. a. Beginning cash balance on June 1, $26,000.
b. Cash receipts from sales, $264,000.
c. Budgeted cash disbursements for purchases, $138,000.
d. Budgeted cash disbursements for salaries, $80,000.
e. Other budgeted expenses, $15,000.
f. Cash repayment of bank loan, $10,000.
g. Budgeted depreciation expense, $25,000.

Answers

Answer:

$47,000

Explanation:

The cash budget is a forecast of the company's expected movement in cash considering the expected outflows and inflows. This movements result in a change between the opening and ending cash balance. This may be expressed mathematically as

Opening balance + Cash receipts - Cash disbursed = ending balance

Cash receipts for the period

= $264,000

Cash disbursed

= $138,000 + $80,000 + $10,000 + $15,000

= $243,000

ending balance = $26,000 + $264,000 - $243,000

= $47,000

Miyagi Data, Inc., sells earnings forecasts for Japanese securities. Its credit terms are 2/10, net 50. Based on experience, 80 percent of all customers will take the discount. a.What is the average collection period

Answers

Answer:

a. Average collection period = 18 days

b. Average balance = $1,717,112.33

Explanation:

b. If the company sells 1,240 forecasts every month at a price of $2,340 each, what is its average balance sheet amount in accounts receivable?

a. Average collection period = 80%(10 days) + 20%(50 days)

Average collection period = 0.80(10 days) + 0.20(50 days)

Average collection period = 8 days + 10 days

Average collection period = 18 days

b. Average balance = 1240 * $2,340 * 12*(18/365)

Average balance = 1240 * $2,340 * 12 * 0.0493151

Average balance = 1717112.32992

Average balance = $1,717,112.33

Equivalent units, zero beginning inventory. Candid, Inc. is a manufacturer of digital cameras. It has two departments: assembly and testing. In January 2017, the company incurred $800,000 on direct materials and $805,000 on conversion costs, for a total manufacturing cost of $1,605,000. 1. Assume there was no beginning inventory of any kind on January 1, 2017. During January, 5,000 cameras were placed into production and all 5,000 were fully completed at the end of the month. What is the unit cost of an assembled camera in January

Answers

Answer:

$321

Explanation:

Given that;

Direct materials = $800,000

Conversion cost = $805,000

Total manufacturing cost = $1,605,000

Units produced = 5,000

We will get the unit cost by dividing the total cost with the number of units produced.

Therefore,

Units cost = Total cost / Number of units

Unit cost = $1,605,000 / 5,000

Unit cost = $321

A 7X Corp.just paid a dividend of $2.30 per share. The dividend are expected to grow at 23 percent for the next eight years and then level off to a growth rate of 7 percent indefinitely. If the required return is 15 percent, what is the price of the stock today?

Answers

Answer:

Price of stock=$ 77.88

Explanation:

The Dividend Valuation Model is a technique used to value the worth of an asset. According to this model, the worth of an asset is the sum of the present values of its future cash flows discounted at the required rate of return.

The price of the stock will the sum of the present value of the growing annuity and the growing perpetuity

Present value of dividend from year 1 to 8

The PV of the growing annuity = A/r-g) ( 1- (1+g)/(1+r)^n )

A- dividend payable now , r- required of return, g-growth rate, number of years

PV = (2.30×1.23)/(0.15-0.23)× (1- (1.23/1.15)^8) = 25.199

PV of Dividend from year 9 and beyond:

P = D× g/(r-g)

This will be done in two steps:

Step 1: PV(in year 8)of dividend = 2.30× 1.23^8×1.07/(0.15-0.07) = 161.16

Step 2 : PV in year 0 = 161.16× 1.15^(-8)= 52.684

PV of Dividend from year 9 and beyond = 52.684

Price of stock = 25.19 + 52.68= 77.88