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valina [46]
3 years ago
12

Jager Inc. holds 30% of the outstanding voting shares of Kinson Co. and appropriately applies the equity method of accounting. A

mortization associated with this investment equals $11,000 per year. For 2018, Kinson reported earnings of $100,000 and paid cash dividends of $40,000. During 2018, Kinson acquired inventory for $62,400, which was then sold to Jager for $96,000. At the end of 2018, Jager still held some of this inventory at its intra-entity selling price of $50,000. Required:Determine the amount of Equity in Investee Income that Jager should have reported for 2018.
Business
1 answer:
Kazeer [188]3 years ago
3 0

Answer:

$ 13,750

Explanation:

Calculation to Determine the amount of Equity in Investee Income that Jager should have reported for 2018

First step is to calculate the intercompany unrealized gain

Remaining inventory — end of year $ 50,000

Gross profit percentage ($33,600 ÷ $96,000)x 35%

Profit within remaining inventory$ 17,500

Intercompany unrealized gain$ 5,250

(Ownership percentage 30%*$ 17,500=$5,250)

Now let calculate the amount of Equity in Investee Income that

Equity in investee income:

Equity income accrual $ 30,000

($100,000 x 30%)

Less Deferral of intercompany unrealized gain ($5,250)

Less Goodwill amortization ($ 11,000)

Equity in investee income$ 13,750

($30,000-$5,250-$11,000)

Therefore the amount of Equity in Investee Income that Jager should have reported for 2018 will be $ 13,750

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Answer:

$80541.

Explanation:

Please find the detailed answer as follows:

The Present value is the present value of a future amount of money or stream of cash flows of a specified rate of return . Please refer to the present value formula .

Present Value = 20000/ (1+.10) ^1 + 30000/ (1+.10) ^2 + 50000/ (1+.10) ^3 = $80540.95 or $80541  .Therefore the correct answer is $80540.95 or $80541.

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Strategic management is defined as
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Creation and execution of goals by the management team, defined by available resources and existing conditions in and out of the company.
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Kaiser Industries has bonds on the market making annual payments, with 14 years to maturity, a par value of $1,000, and selling
9966 [12]

Answer:

The Coupon rate is 11.66%

Explanation:

Yield to maturity is the annual rate of return that an investor receives if a bond bond is held until the maturity.

Face value = F = $1,000

Selling price = P = $1,382.01

Number of payment = n = 14 years

Bond Yield = 7.5%

The coupon rate can be calculated using following formula

Yield to maturity = [ C + ( F - P ) / n ] / [ (F + P ) / 2 ]

7.5% = [ C + ( $1,000 - 1,382.01 ) / 14 ] / [ ( $1,000 + $1,382.01 ) / 2 ]

7.5% = [ C - $27.29 ] / $1,191

7.5% x $1,191 = C - $27.29

$89.33 = C - $27.29

C = $89.33 + $27.29 = $116.62

Coupon rate = $116.62 / $1,000 = 0.11662 = 11.66%

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Your company has sales of this year and cost of goods sold of . You forecast sales to increase to next year. Using the percent o
Trava [24]

Complete question :

Your company has sales of $101,500 this year and cost of goods sold of $66,300. You forecast sales to increase to $118,900 next year. Using the percent of sales method, forecast next year's cost of goods sold. The Tax Cuts and Jobs Act of 2017 temporarily allows 100% bonus depreciation (effectively expensing capital expenditures). However, we will still include depreciation forecasting in this chapter and in these problems in anticipation of the return of standard depreciation practices during your career The forecasted cost of goods sold (COGS) is $ ___________ (Round to the nearest dollar.)

Answer:

$77,666

Explanation:

Given the following :

Sales for the year = $101,500

Cost of goods sold =$66,300

Forecasted increase in sales for next year = $118,900

Forecasted cost of goods sold for next year =?

Percentage cost of goods sold for this year:

Cost of goods sold / sales for this year

$66300/$101500

= 0.6532019

Forecasted cost of goods sold for next year:

(Forecasted increase in next year's sale * % cost of goods sold for this year)

= 118,900 * 0.6532019

= $77665.714

= $77666 ( nearest dollar)

6 0
3 years ago
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