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maxonik [38]
3 years ago
10

The Sawtooth Leather Company manufactures leather handbags and moccasins. For simplicity, the company has decided to use a singl

e plantwide factory overhead rate method to allocate factory overhead. Handbags = 60,000 units, 2 hours of direct labor Moccasins = 40,000 units, 3 hours of direct labor Total budgeted factory overhead cost = $360,000 Calculate the amount of factory overhead to be allocated to each unit using direct labor hours. Round your answers to two decimal places, if
Business
1 answer:
Svet_ta [14]3 years ago
4 0

Answer:

$3; $4.5

Explanation:

Total direct labor hour:

= Handbags + Moccasins

= (60,000 × 2) + (40,000 × 3)

= 120,000 + 120,000

= 240,000 direct labor hours

Total Overheads = $360,000

Overhead rate per direct labor hour:

= Total Overheads ÷ Direct labor hour

= $360,000 ÷ 240,000

= $1.5

Total OH cost per unit for handbags:

= OH rate per DLH × DLH per unit

= $1.5 × 2

= $3

Total OH cost per unit for Moccasins:

= OH rate per DLH × DLH per unit

= $1.5 × 3

= $4.5

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Date Activities Units Acquired at Cost Units Sold at Retail

May 1 Beginning Inventory 150 units at $10.00  

5 Purchase 220 units at $12.00  

10 Sales  140 units at $20.00

15 Purchase 100 units at $13.00  

24 Sales  90 units at $21.0

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<em>Under the LIFO inventory system units of inventory are priced using the price of the most recent batch purchased and this continues in turn.</em>

The value of closing inventory = Total cost of inventory available for sales - cost of goods sold

<em>The cost of inventory sold would be determined as follows:</em>

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90 units : 90× $13 = 1,170

Total cost of goods = 1,680 + 1,170  = 2,850

<em>Total cost of inventory available for sales would be equal to :</em>

(150  × $10.00) +  (220  ×$12.00) = 4,140

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This morning, you purchased a stock that will pay an annual dividend of $1.90 per share next year. You require a 12 percent rate
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Answer:

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The expected rate of return is 12%.

The growth rate is 3.5%.

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=\frac{1.90}{12-3.5}

=\frac{1.90}{0.085}

=$22.35

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=\frac{1.90*(1+0.035)^3}{12-3.5}

=\frac{1.90*1.10}{0.085}

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