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Brrunno [24]
2 years ago
10

Rowan Co. purchases 100 common shares (40%) of JBI Corp. as a long-term investment for $500,000 cash on July 1. JBI Corp. paid $

5,000 in total cash dividends on November 1 and reported net income of $100,000 for the year. (1) - (3) Prepare Rowan's entries to record the purchase of JBI shares, the receipt of its share of JBI dividends and the December 31 year-end adjustment for its share of JBI net income.
Business
1 answer:
Ira Lisetskai [31]2 years ago
4 0

Answer:

Explanation:

this is the investment associate because percentage of holding is more than  20% and Less than 50% and will be accounted for as per IAS-28

investment in Associate equity accounting

Entries in books

Investment held for sale   500000

         Cash                                   500000    

to record the purchase of shares for $500000

Cash                   5000

      Dividend income P/L   5000

to record the dividend income in profit and loss account

No Entries for share of profit in seprate books

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If the marginal cost of producing the tenth unit of output is $3, and if the average total cost of producing the tenth unit of o
Dahasolnce [82]

Answer:

True

Explanation:

Since marginal cost is above the average total cost so average total cost is rising.

8 0
2 years ago
Compared to tangible resources, intangible resources are ____ and ____. more visible; less difficult to copy. less visible; less
lions [1.4K]
Less visible and more difficult to copy
4 0
2 years ago
There are zero coupon bonds outstanding that have a YTM of 6.09 percent and mature in 17 years. The bonds have a par value of $1
dlinn [17]

Answer:

$3,606.49

Explanation:

the price of a zero coupon bond = maturity value / (1 + i)ⁿ

  • maturity value = $10,000
  • i = 6.09% / 2 = 3.045% semiannual interest rate
  • n = 17 years x 2 semiannual compounding = 34 periods

the price of a zero coupon bond = $10,000 / (1 + 3.045%)³⁴ = $10,000 / 1.03045³⁴ = $10,000 / 2.772779928 = $3,606.49

the formula we used to determine the market price of a zero coupon bond is basically the present value

6 0
2 years ago
Louis owns a stock that has an average geometric return of10.50 percent and an average arithmetic return of 11.00 percent over t
RideAnS [48]

Answer:

Average annual rate of return should Louis expect to earn over the next four years is 10.7%

Explanation:

The formula we are going o use is:

Expected\ Return=\{(\frac{R-1}{N-1})*i_{g}\}+\{(\frac{N-R}{N-1})*i_{a}\}

Where:

R is the number of years over which Louis expect to earn.

N is the number of years of average arithmetic return.

i_{g} is the average geometric return=10.50%=0.105.

i_{a} is the average arithmetic return =11%=0.11.

Solution:

Expected\ Return=\{(\frac{R-1}{N-1})*i_{g}\}+\{(\frac{N-R}{N-1})*i_{a}\}\\Expected\ Return=\{(\frac{4-1}{6-1})*0.105\}+\{(\frac{6-4}{6-1})*0.11\}\\Expected\ Return=0.107

Average annual rate of return should Louis expect to earn over the next four years is 10.7%

4 0
2 years ago
The Morrow Company has assembled the following data pertaining to certain costs that cannot be easily identified as either fixed
Iteru [2.4K]

Answer:

$39,800

Explanation:

From the question above Morrow company has decided to use the measuring cost function method to find its total cost

- $68,400 is the highest cost and $37,600 is the lowest cost

- 6,000 is the highest number of hours and 3,200 is the lowest

The first step is to calculate the cost driver. Let's use the alphabet c to represent the cost driver

(68,400-37,600) / (6,000-3,200)

c = 30,800/2,800

c= $11

Cost driver= $11

The next step is to find the fixed cost. Let's use the alphabet f to represent the fixed cost

68,400= f + ( 11×6000)

68,400= f + 66,000

f= 68,400-66,000

f= $2,400

Fixed cost= $2,400

The final step is to calculate the cost function

Cost function= fixed costs+variable costs×number of units

Fixed cost= $2,400

Variable cost= $11

Number of units= 3,400 hours

= 2,400+(11×3,400)

= 2,400+ 37,400

= $39,800

Hence the total cost at an operating level of 3,400 hours is $39,800

3 0
2 years ago
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