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tatyana61 [14]
2 years ago
3

The following information was available from the inventory records of Vaughn Manufacturing for January: Units Unit Cost Total Co

st Balance at January 1 9200 $9.75 $89700 Purchases: January 6 6300 10.38 65394 January 26 8100 10.66 86346 Sales January 7 (7400 ) January 31 (11300 ) Balance at January 31 4900
Assuming that Vaughn does not maintain perpetual inventory records, what should be the inventory at January 31, using the weighted-average inventory method, rounded to the nearest dollar?
Business
1 answer:
enot [183]2 years ago
7 0

Answer:

$50,127

Explanation:

The computation of the average cost per unit is shown below:

= (Beginning inventory units × price per unit + purchase inventory units × price per unit + purchase inventory units × price per unit ) ÷ (Beginning inventory units + purchase inventory units + purchase inventory units)

= (9,200 units × $9.75 + 6,300 units × $10.38+8,100 units × $10.66) ÷ (9,200 units + 6,300 units + 8,100 units)

= ($89,700 + $65,394 + $86,346 ) ÷ (23,600 units)

= ($241,440) ÷ (23,600 units)

= $10.23 per unit

Now the ending inventory would be

= Ending inventory units × average cost per unit

= 4,900 units × $10.23 per unit

= $50,127

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Selling Expenses             12,000,000        4,000,000

Administrative Exp.           6,000,000         6,000,000

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Unit variable cost             <u>      88      </u>

<u />

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Selling Price                        $188

- Variable cost per unit       <u>$88</u>

Unit Contribution margin   <u>$100</u>

<u />

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Contribution margin per Unit        <u>   100    </u>

Break even Point (Units)               <u>400,000</u>

<u />

4. Break even point (units) = Fixed cost / Contribution margin per unit

Fixed cost                                           40,000,000

Increased Fixed cost                           <u>5,000,000</u>

Total New fixed cost                          45,000,000

Contribution margin per unit              <u>     100       </u>

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<u />

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Desired Income                <u>60,000,000</u>

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<u />

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Increased sales               <u>11,280,000</u>

Total New sales              199,289,000

Variable cost                    88,000,000

New Variable cost             5,280,000

Total New Variable cost   93,280,000

Total New Fixed cost       <u>45,000,000</u>

Maximum Income from   <u>61,000,000</u>

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Number of units                      60,000

Unit variable cost x                  <u>88.00</u>

New Variable cost                 <u>5,280,000</u>

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