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Rzqust [24]
2 years ago
15

On January 1, JKR Shop had $225,000 of inventory at cost. In the first quarter of the year, it purchased $795,000 of merchandise

, returned $11,550, and paid freight charges of $18,800 on purchased merchandise, terms FOB shipping point. The company’s gross profit averages 30%, and the store had $1,000,000 of net sales (at retail) in the first quarter of the year. Use the gross profit method to estimate its cost of inventory at the end of the first quarter.
Business
1 answer:
Gala2k [10]2 years ago
5 0

Answer:

The estimated cost of inventory at the end of the first quarter is $327,250.

Explanation:

Gross profit : The gross profit represents the difference between sale price and purchase price.

The gross profit margin shows the ratio between gross profit and sales.

The calculation of cost of ending inventory is shown below:

First we have to calculate the cost of good sold.

Cost of goods sold = Beginning Merchandise inventory + Purchase of merchandise inventory  - Returned Merchandise inventory + Freight charges

=  $225,000 + $795,000 - $11,550 +  $18,800

= $1,027,250

Now, we have to calculate the approximate cost of goods sold.

Since gross profit is 30% and net sales is $1,000,000

And, The Gross profit  = Sales - cost of goods sold

So the Approximate cost of good sold = Net sales × (1 - 30%)

                                                                = $1,000,000 × 70%

                                                                = $700,000

Here 70% is the cost of goods sold percentage and 1 here denotes sales.

After considering these amounts, the ending inventory would be

= Cost of goods sold - Approximate cost of goods sold

= $1,027,250 - $700,000

= $327,250

Hence, the estimated cost of inventory at the end of the first quarter is $327,250.

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Ludmilka [50]

Answer:

present value of bond = $1042.96

Explanation:

given data

spot rates for six​ months = 1%

spot rates for one and = 1.1%​

spot rates for one and half years = 1.3%​

price = $1000

coupon bond = 4.25%

time = 6 month

solution

we get here first price on bond paid that is

coupon paid = $1000 × 4.25 × 0.5   = $21.25

we get here present value of 6 month and 1 year and 1 and half  year

present value  =   \frac{coupon\ payment }{(1+\frac{spot \ rate}{2})^t}     ..............1

present value of 6 month = \frac{21.25}{(1+\frac{0.1}{2})^1}    = 20.23

present value of 1 year = \frac{21.25}{(1+\frac{0.011}{2})^2}   = 21.01  

present value of 1 year and half year = \frac{21.25}{(1+\frac{0.013}{2})^2}   =  20.97

and

now we get present value of par value in 1 and half year

present value of par value in 1 and half year = \frac{par\ value}{(1+\frac{spot rate}{2})^3}  

present value of par value in 1 and half year = \frac{1000}{(1+\frac{0.013}{2})^3}

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5 0
2 years ago
Use the following information to answer this question. Windswept, Inc. 2017 Income Statement ($ in millions) Net sales $ 9,500 C
romanna [79]

Answer:

The return on equity for 2017 is 21.46 %

Explanation:

Return on equity measures the return earned on the owners investment in the company.

<em>Return on equity = Net Income for the year / Total Shareholders Funds × 100</em>

                            = $822 / ( $2,980 + $850) × 100

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Note : That Retained earning is part of Owners Investment.

Conclusion :

The return on equity for 2017 is 21.46 %

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in an equation...this would look like
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