Conversion cost per unit = $ 4.03
<u>Explanation:</u>
The equivalent units need to be calculated to find out the conversion cost
With the given data:
Production during the year = 28400 units
Ending work in progress equalled = 4000 units
As per question, it is said that there is no beginning work in process inventory
Completion is 30% and conversion costs is = $117760
Calculation of equivalent units:
Equivalent units =
Therefore, conversion cost per unit = Total conversion cost/ equivalent units= 117760/29200= $4.03
Answer:
Here given that perimeter of circular running track =330m
Let radius=r
As we know that in a circle
Again
<h3>Now </h3>
the radius is increased by 7m
Hence
New radius=(x+7)m=53+7=60m
New Area=
<h3>now </h3>
Area of widened Area=New area-Old Area
- Cost of widening per square=8
Total cost=
<h3>Can't understand the attachment?</h3>
Here is a latex diagram for your question.
Answer:
Total Cost 3,682
Explanation:
We must use for each department their overhead rate.
Then, we will add the overhead applied in the two department.
JOB A216
Casting overhead Machine hours 3
51 per machine hour casting department
Applied overhead
3 x 51 = <em>408</em>
Finishing overhead Labour hours 14
25 direct labour finishing department
Applied overhead
14 x 25 = <em>350</em>
Total overhead 350 Casting + 408 Finishing = 758
Next, we move to the other two cost components.
Direct Labor (8 casting + 14 finishing )*42 = 22*42=924
Direct Materials 2,000
Total Cost 3,682
Answer:
$(52)
Explanation:
Calculation to determine the net pension asset/liability reported in the balance sheet at the end of the year
First step is to calculate the Ending PBO using this formula
Ending PBO=(Asset Beginning balance)+(Service cost)+(Interest cost)+(Loss on PBO)+Retiree benefits
Let plug in the formula
Ending PBO = $(880) + ($78) + ($44) + ($8) + $81
Ending PBO= $(929)
Now let calculate the Net pension liability
Using this formula
Net pension liability=(Ending PBO)+Ending balance
Let plug in the formula
Net pension liability = $(929) + $877
Net pension liability= $(52)
Therefore the net pension liability reported in the balance sheet at the end of the year is $(52)