Answer:
$1,000
Explanation:
The computation of gain on sales is given below:-
Depreciation per year = $40,000 - $10,000 ÷ 10
= $3,000
Life of equipment = 5.5 years
Accumulated Depreciation on equipment = 5.5 × $3,000
= $16,500
Book value of equipment = $40,000 - $16,500
= $23,500
Gain = Proceed from sale - Book value at the time of sale
= $24,500 - $23,500
= $1,000
Answer:
Instructions are below.
Explanation:
<u>We were provided with the activity rates. To calculate the total cost, first, we need to allocate overhead to both product lines:</u>
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Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base
Product K425:
Allocated MOH= (6*80) + (4*100) + (50*1) + (90*1) + (14*1) + (9*80)
Allocated MOH= $1,754
Product M67:
Allocated MOH= (6*500) + (4*1,500) + (50*4) + (90*4) + (14*10) + (9*500)
Allocated MOH= $14,200
<u>Now, we can calculate the unitary cost:</u>
Product K425:
Unitary cost= 13 + 5.6 + (1,754/200)
Unitary cost= $27.37
Product M67:
Unitary cost= 56 + 3.5 + (14,200/2,000)
Unitary cost= $66.6
Answer:
Explanation:
Face value = 1000
market price = 1000
annual yield = 106
yield to maturity = (106/1000) x 100
= 10.6 % .
Answer:
B. 66.67%
Explanation:
Contribution is the difference between the company's total revenue and the total variable cost. The ratio of the contribution to sales or revenue gives the contribution margin ratio.
The contribution may also be derived from the addition of the fixed cost and the operating income.
Contribution margin
= $115,000 + $54,000
= $169,000
Let the number of units to be sold to achieve targeted income be U
6U - 2U - 115,000 = 54,000
4U = 169,000
U = 42,250
Contribution margin ratio = 169000/(6 * 42,250)
= 66.67%
Answer:
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