On December 31, 2019, Spearmint, Inc., issued $450,000 of 9 percent, 3-year bonds for cash of $461,795. Prepare the necessary journal entry for Spearmint, Inc.

Answers

Answer 1
Answer:

Answer:

Dr Cash for $461,795,

Cr Premium on Bonds Payable for $11,795

Cr Bonds Payable for $450,000

Explanation:

Journal entries

Dr Cash for $461,795,

Cr Premium on Bonds Payable for $11,795

Cr Bonds Payable for $450,000

(Issue price of $461,795 - par value of $450,000) =$11,795

Answer 2
Answer:

Answer:

Dr Cash         $461,795

Cr Bonds payable                    $450,000

Cr Premium on bonds payable $11,795

Explanation:

The journal entries to record the issue of bonds for the proceeds of $461.795 is to debit the cash amount as the cash has increased and credit would $450,000 in bonds payable account and the balance of $11,795($461,795-$450,000) is the premium on the issue and it is credited to premium on bonds account.

The bonds payable is credited because the $450,000 represents obligation owed to bondholders


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You are considering purchasing stock in Canyon Echo. You feel the company will increase its dividend at 4.6 percent indefinitely. The company just paid a dividend of $3.41 and you feel that the required return on the stock is 11 percent. What is the price per share of the company's stock?

Answers

price per share of the company's stock is $53.28

Explanation:

Under dividend growth model a stock is overvalued or undervalued assuming that the firm’s expected dividends grow at a value g forever, which is subtracted from the required rate of return or k.

Therefore, the stable dividend growth model formula calculates the fair value of the stock as P =D1 / ( k – g ).

P= price per share

D1 = current dividend

k = required return

g = growth rate

P= $3.41 ÷ (11 %  - 4.6% ) =( 3.41 ÷ 0.064 )=  $53.28

P= $3.41 ÷ (0.11  - 0.046 ) =( 3.41 ÷ 0.064 )=  $53.28

An investor purchases a long call at a price of $3.05. The strike price at expiration is $46. If the current stock price is $46.10, what is the break-even point for the investor?a. $32.50
b. $35.00
c. $37.50
d. $37.60

Answers

Answer: $49.05

Explanation:

The call was purchased at $3.05 and the strike price at expiration is $46. The total expenses at expiration is:

= 46 + 3.05

= $49.05

To make a profit, the stock price will have to be above $49.05 which makes it the breakeven point.

Option not included.

The rate on T-bills is currently 5%. P. Tree Company stock has a beta of 1.69 and a required rate of return of 15.4%. According to CAPM, determine the return on the market portfolio.

Answers

Answer:

11.15%

Explanation:

Given that

Risk free rate of return= 5%

Beta = 1.69

Expected rate of return = 15.4%

As per capital asset pricing model

Expected rate of return = Risk free rate of return + Beta × (Market rate of return - risk free rate of return)

15.4% = 5% + 1.69 × (Market rate of return - 5%)

After solving this

Market rate of return = 11.15%

Astro Mile ​& Co. owns vast amounts of corporate bonds. Suppose Astro Mile buys $ 1,400,000 of BitterCo bonds at face value on January​ 2, 2018. The BitterCo bonds pay interest at the annual rate of 8​% on June 30 and December 31 and mature on December 1. Astro Mile intends to hold the investment until maturity. Required:
a. Journalize any required 2016 entries for the bond investment.
b. How much cash interest will Astro Mile receive each year from CoteCorp?
c. How much interest revenue will Astro Mile report during 2016 on this bond investment?

Answers

Answer:

Dr bond investment             $1,400,000

Cr cash                                                        $1,400,000

Cash interest is  $112,000.00

Interest revenue for the year is also $ 112,000.00  

Explanation:

The cash paid for the investment is $1,400,000, this would be debited to bond investment and credited to cash since it is an outflow of cash from the business.

At six-month interval, coupon receivable=$1,400,000*8%*1/2=$ 56,000.00  

annual coupon receivable=$ 56,000.00 *2=$ 112,000.00  

You purchase a raffle ticket to help out a charity. The raffle ticket costs $5. The charity is selling 2000 tickets. One of them will be drawn and the person holding the ticket will be given a prize worth $4000. Compute the expected value for this raffle.

Answers

Answer:

-$3

Explanation:

Data provided in the question:

Cost of raffle ticket = $5

Number of tickets sold = 2000

Probability of winning = 1 ÷ 2000 = 0.0005

Winning prize = $4,000

Now,

The expected value of prize =  Probability of winning × Winning prize

= 0.0005 × $4,000

= $2

Therefore,

The expected value for this raffle

= expected value prize - Cost of raffle ticket

= $2 - $5

= -$3

Concord Company sells many products. Gizmo is one of its popular items. Below is an analysis of the inventory purchases and sales of Gizmo for the month of March. Concord Company uses the periodic inventory system.

Answers

Answer:

the numbers are missing, so I looked for a similar question:

Purchases Sales Units Unit Cost Units Selling Price/Unit

3/1 Beginning inventory 100 $40

3/3 Purchase 60 $50

3/4 Sales 60 $80

3/10 Purchase 200 $55

3/16 Sales 70 $90

3/19 Sales 90 $90

3/25 Sales 60 $90

3/30 Purchase 40 $60

the requirements are:

calculate COGS and ending inventory under FIFO, LIFO and weighted average.

since this company uses the periodic inventory level we must first determine the total cost of goods available for sale:

3/1 Beginning inventory 100 $40

3/3 Purchase 60 $50

3/10 Purchase 200 $55

3/30 Purchase 40 $60

total goods available for sale = 400 units, at a total cost of $20,400

total units sold = 60 + 70 + 90 + 60 = 280 units

ending inventory  = 120 units

under FIFO:

ending inventory = (40 x $60) + (80 x $55) = $6,800

COGS = $20,400 - $6,800 = $13,600

under LIFO:

ending inventory = (100 x $40) + (20 x $50) = $5,000

COGS = $20,400 - $5,000 = $15,400

under weighted average:

ending inventory = ($20,400 / 400) x 120 = $6,120

COGS = $20,400 - $6,120 = $14,280

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