Firm B has a 12% ROE. Other things held constant, what would its expected growth rate be if it paid out 25% of its earnings as dividends?

Answers

Answer 1
Answer:

Answer:

the expected growth rate is 9%

Explanation:

The computation of the expected growth rate is shown below:

As we know that

Retention ratio = (1 - dividend payout ratio)

So,  

Retention ratio = (1  -0.25) = 0.75

Now

Growth rate = Retention ratio × ROE

= 0.75 × 12

= 9%

hence, the expected growth rate is 9%

We simply applied the above formula so that the correct value could come

And, the same is to be considered  


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Walters Audio Visual, Inc., offers a stock option plan to its regional managers. On January 1, 2016, options were granted for 40 million $1 par common shares. The exercise price is the market price on the grant date, $8 per share. Options cannot be exercised prior to January 1, 2018, and expire December 31, 2022. The fair value of the options, estimated by an appropriate option pricing model, is $2 per option. Because the plan does not qualify as an incentive plan, Walters will receive a tax deduction upon exercise of the options equal to the excess of the market price at exercise over the exercise price. The income tax rate is 40%.Required: 1. Determine the total compensation cost pertaining to the stock option plan. (Enter your answer in millions (i.e., 10,000,000 should be entered as 10).)

2. Prepare the necessary journal entries. (If no entry is required for a transaction/event, select "No journal entry required" in the first account field. Enter your answers in millions (i.e., 10,000,000 should be entered as 10).)

1. Record compensation expense on December 31, 2016.

2. Record any tax effect related to compensation expense recorded in 2016.

3. Record compensation expense on December 31, 2017.

4. Record any tax effect related to compensation expense recorded in 2017.

5. Record the exercise of the options on March 20, 2021 when the market price is $12 per share.

6. Record any tax effect related to the exercise of the options.

Answers

Answer:

Explanation:

1. Determine the total compensation cost pertaining to the stock option plan:-

Estimated fair value per option $2

X Option granted                        40 million

Total compensation                 $ 80 million

On January 1, a store had inventory of $48,000. January purchases were $46,000 and January sales were $90,000. On February 1 a fire destroyed most of the inventory. The rate of gross profit was 25% of cost. Merchandise with a selling price of $7,500 remained undamaged after the fire. Compute the amount of the fire loss, assuming the store had no insurance coverage. Label all figures.

Answers

Answer:

the amount of the fire loss is $16,000

Explanation:

The computation of the amount of the fire loss is shown below

January 1 inventory $48,000

Add purchases $46,000

Goods Available $94,000

Less Cost of Goods Sold ($90,000 × 100 ÷ 125) $72,000

Less Cost of undamaged goods ($7,500 × 100 ÷ 125) $6,000

Goods Lost by Fire $16,000

hence, the amount of the fire loss is $16,000

Arden Company reported the following costs and expenses for the most recent month: Direct materials $ 79,000 Direct labor $ 41,000 Manufacturing overhead $ 19,000 Selling expenses $ 22,000 Administrative expenses $ 34,000 Required: 1. What is the total amount of product costs

Answers

The question is incomplete. Here is the complete question.

Arden Company reported the following costs and expenses for the most recent month: Direct materials $ 79,000 Direct labor $ 41,000 Manufacturing overhead $ 19,000 Selling expenses $ 22,000 Administrative expenses $ 34,000 Required:

1) What is the total amount of product costs?

2) What is the total amount of period costs?

3) What is the total amount of conversion costs?

4) What is the total amount of prime costs?

Answer:

(1) product cost = $139,000

(2) period cost = $56,000

(3) conversion cost = $60,000

(4) prime cost = $120,000

Explanation:

(1) The total product costs can be calculated as follows.

= Direct material + direct labor + manufacturing overhead

= $79,000 + $41,000 + $19,000

= $139,000

(2) The period cost can be calculated as follows

= selling expenses + administrative expenses

= $22,000 + $34,000

= $56,000

(3) The conversion cost can be calculated as follows

= direct labor + manufacturing overhead

= $41,000 + $19,000

= $60,000

(D) The prime cost can be calculated as follows

= Direct material + direct labor

= $79,000 + $41,000

= $120,000

On June 10, Marin Company purchased $8,400 of merchandise from Cullumber Company, on account, terms 3/10, n/30. Marin pays the freight costs of $380 on June 11. Goods totaling $500 are returned to Cullumber for credit on June 12. On June 19, Marin Company pays Cullumber Company in full, less the purchase discount. Both companies use a perpetual inventory system.Prepare separate entries for each transaction on the books of Cullumber Company

Answers

Answer:

                                                       Debit            Credit

June 10   Accounts Receivables        $8400

               Merchandise                                        $8400

June 12    Merchandise                     $500

               Accounts Receivables                             $500

June 19    Cash                                  7663

               Discount                             237

               Accounts Receivables                            $7900

Explanation:

Final answer:

The transactions in Cullumber's books include sales revenue, accounts receivable, sales returns and allowances, and finally a cash entry alongside sales discounts when Marin pays the balance due.

Explanation:

The transactions on the books of Cullumber Company would be recorded as follows:

  1. On June 10, Marin Company purchases $8,400 worth of goods. In the books of Cullumber, this would be recorded as: Accounts Receivable - Marin Company $8,400andSales Revenue $8,400
  2. On June 11, Marin pays freight costs of $380. This has no effect on the entries in the books of Cullumber Company.
  3. On June 12, Goods totaling $500 are returned by Marin. This would be recorded as: Sales Returns and Allowances $500 and Accounts Receivable - Marin Company $500
  4. On June 19, Marin pays off the balance less the purchase discount. The payment can be recorded as: Cash $7,621, Sales Discounts $279 and Accounts Receivable – Marin Company $7,900. The sales discount is (3% of $8400-$500) = $279.

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The Card Shoppe needs to maintain 18 percent of its sales in net working capital. Currently, the store is considering a four-year project that will increase sales from its current level of $279,000 to $308,000 the first year and to $314,000 a year for the following three years of the project. What amount should be included in the project analysis for net working capital in Year 4 of the project?

Answers

Answer:

$56,520

Explanation:

As per given data

Year     Sales          Working Capital 18%

   0      $279,000   ($50,220)

   1       $308,000   ($5,220)

   2      $314,000    ($1,080)

   3      $314,000    $0

   4      $314,000   $56,520

As the sales value of year 2, 3 and 4 are same, as capital is adjusted in year 2 and company has equal working capital required in year 3, years 4 is the last year of the project so, working capital will be recovered from the project

Net Working capital will be reimbursed at the end of the project. The accumulated value of investment in working capital will be recorded as cash inflow in the analysis.

Sunland Company issued $530,000, 15-year, 6% bonds at 96. (a) Prepare the journal entry to record the sale of these bonds on January 1, 2022. (Credit account titles are automatically indented when the amount is entered. Do not indent manually.)

Answers

Answer:

January 1, 2022

Dr. Cash                       $508,800

Dr. Discount on Bond $21,200

Cr. Bond Payable        $530,000

Explanation:

The bond is issued on discount when the bond issuance proceeds are less than the face value of the bond. The discount is expensed over the bond period until maturity. It is added to the interest expense value to expense it.

Issuance value = $530,000 x 96% = $508,800

Discount on the bond = Face value  - Issuance value = $530,000 - $508,800 = $21,200

Final answer:

If market interest rates rise after a bond is issued, the bond's price will decrease to remain competitive. To determine the price you'd pay for a bond with higher prevailing interest rates, you discount the bond's future payments by the current market rate. In this case, you'd likely pay less than the bond's face value due to the interest rate increase from 6% to 9%.

Explanation:

Understanding Bond Pricing and Interest Rates


When a bond is issued, its face value and interest payments are based on the current interest rates. If the market interest rates increase, as in the scenario from 6% to 9%, the bond's fixed interest payments become less attractive compared to new bonds on the market offering higher rates. As a result, the existing bond's price will decrease to offer a potential investor the same effective yield as the new bonds issued at the higher rate. Therefore, if you are considering buying a $10,000 bond one year before its maturity when the market interest rate is 9%, you would expect to pay less than the face value of $10,000.


To calculate what you would be willing to pay for the bond, you need to discount the bond's remaining payments (interest and principal) back to their present value at the current market rate of 9%. Assuming annual interest payments, you would be entitled to one more interest payment of $600 (6% of $10,000) and the repayment of the $10,000 principal at maturity. Discounting these amounts back at 9% would give you the price you should be willing to pay today.

Bond Pricing Formula


Using the formula for present value (PV) of a single payment, PV = FV / (1 + r)n, where FV is the future value, r is the interest rate, and n is the number of periods, calculate the present value of the interest payment and the principal, then sum them for the total price of the bond.

  • Present value of interest payment: PV = $600 / (1 + 0.09)1 = $550.46 approx.
  • Present value of principal: PV = $10,000 / (1 + 0.09)1 = $9,174.31 approx.
  • Total price to pay for the bond: $550.46 + $9,174.31 = $9,724.77 approx.

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