Answer:
The $ 4 per machine hour is the contribution margin per machine hour for the Lowell Lamp.
Explanation:
Since in the question two lamps : Bed-ford lamp and Lowell lamp information is given .
Based on the information mentioned in the question, First we have to calculate the contribution margin per unit. Than we are able to calculate contribution margin per hour.
The computation for Lowell Lamp is given below
The contribution margin per unit = Sales per unit - variable cost per unit
= $38 - $22
= $16 per unit
Since, contribution margin per unit is $16 per unit. So, now we calculate contribution margin per machine hour which is equals to
Contribution margin ÷ machine hours for Lowell lamp
$16 per unit ÷ 4
= $ 4 per machine hour
Thus, the $ 4 per machine hour is the contribution margin per machine hour for the Lowell Lamp.
Answer:
$230,825
Explanation:
VU = [$56,700 × (1 - .35)] / .162
VU= $56,700×0.65/.162
VU=36,855/.162
VU = $227,500
VL = $227,500 + .35($9,500)
VL= $227,500+$3,325
VL= $230,825
Answer:
(b) Shane has to pay $20,000 to Morgan for breach of contract
Explanation:
In the situation, it is given that Shane decides to quit as he gets another job so he breaks the contract instead of finishing his work on time.
Due to breach of contract, Shane has to pay $20,000 to Morgan because it is written in the party that if any party breaks the contract than he has to pay the amount. But due to some unnatural causes, no one has to pay.
In the given case, Shane has deliberately broken the contract so it is compulsory to pay the $20,000 to Morgan.
Hence, option b is correct
Answer:
COGS= $181,000
Explanation:
Giving the following information:
Beginning Finished Goods= $39,000
Ending Finished Goods= $53,000
Cost of goods manufactured= 234,000 - 39,000= $195,000
<u>To calculate the cost of goods sold, we need to use the following formula:</u>
COGS= beginning finished inventory + cost of goods manufactured - ending finished inventory
COGS= 39,000 + 195,000 - 53,000
COGS= $181,000
Answer:
The right approach will be "$ 1123.2".
Explanation:
The number of miles to be used will be:
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Now,
The item deduction will be:
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($)