Respuesta :
Answer:
(1) (a) $2.80 per direct labour hour, Overhead absorbed $42, (b) $664 (c) $1,992 (2) (a) $5.60 per machine hour Overhead absorbed $28 (b ) $650 (c) $1,950
Explanation:
The question is not complete, Here is the missing part of the question
Landen corporation uses a job order costing system. At the beginning of the year, the company made the following estimates
Direct labour hours required to support estimated production 115,000
Machine hours required to support estimated production 57,500
Fixed manufacturing overhead cost $322,000
Variable manufacturing overhead cost per direct labour hour $3.40
Variable manufacturing overhead cost per machine hour $6.80
During the year, job 550 was started and completed. The following information is available with respect to this job
Direct materials $252
Direct labour cost $370
Direct labour hours 15
Machine hours 5
Here is the solution
(1)
(a) POAR = Budgeted Overhead / Budgeted labour hours
Overhead = fixed overhead + variable overhead
= 322,000 + 3.40 = 322,003 . 4
Direct labour hours = 115,000
= 322,003 .4 / 115,000
= $2 .80 × actual activity
Actual activity = 15
=2.80 × 15 = 42
Overhead absorbed = $42
(b)
$
Direct materials. 252
Direct Labour. 370
-------------
Prime Cost. 622
Add: Absorb overhead 42
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Total manufacturing cost 664
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(c) Since mark up is a percentage of cost price
Cost + Profit = Selling price
200% × 664 = 1,328
664 + 1,328 = 1,992
The selling price is $1,992
(2)
(a) POAR = Budgeted Overhead / Budgeted machine hour
Overhead = fixed manufacturing overhead + variable manufacturing overhead cost per machine
322,000 + 6.80 = 322,006.8
Machine hours = 57,500
= 322,006.8 / 57,500
= $5.60 × actual activity
Actual activity = 5
= 5.60 × 5 = 28
Overhead absorb = $28
(b)
$
Direct materials. 252
Direct Labour. 370
-----------
Prime Cost. 622
Add: Absorbed Overhead 28
--------------
Total manufacturing cost. 650
---------------
(c) Since mark up is a percentage of cost price
Cost + Profit = Selling price
200% × 650 = 1,300
650 + 1,300 = 1,950
The selling price is $1,950