In: Accounting
Value-Stream Costing Objective During the week of June 12, Harrison Manufacturing produced and shipped 16,000 units of its aluminum wheels: 3,400 units of Model A and 12,600 units of Model B. The following costs were incurred:
Required: Note: Round ALL interim calculations to two decimal places. Uses these values in subsequent computations. 1. Assume initially that the value-stream costs
and total units shipped apply only to one model (a single-product
value stream). Calculate the unit cost. 2. Calculate the unit cost for Models A and B.
3. What if Model A is responsible for 40 percent of the materials cost? Calculate the unit materials cost for Models A and B.
Calculate the total unit cost for Models A and B.
|
Part- A & B |
Unit Cost := Total Cost / Total Unit |
= 857000/(3400+12600) =53.5625 or 53.56 |
Eac Model A & B will be the same cost $53.56 |
PART B |
Total cost of A= Total cost * A units /Total Units |
= 857000*3400/16000 = 182113 |
Unit cost = Total cost A / A units=182113/3400 =53.56 |
Total cost of B= Total cost * B units /Total Units |
= 857000*12600/16000 = 674888 |
Unit cost = Total cost B / Bunits=674888/12600 =53.56 |
Part-C |
Model A ( Unit Material Cost )= Total Cost/ Total Unit |
=(605000*40%)/3400 |
=242000/3400=71.1765 or 71.18 |
Model B ( Unit Material Cost )= Total Cost/ Total Unit |
(605000*60%)/12600= 363000/12600 |
=28.8095 or 28.81 |
Computation of Conversion Cost |
Unit Cost =Total Cost/ Total Unit |
=(857000-605000)/(3400+12600)= $252000/16000 |
=15.75 |
Computation of Total Unit cost | |||
Particular | Material Cost | Conversion Cost | Total |
Model A | $71.18 | $15.75 | $86.93 |
Model B | $28.81 | $15.75 | $44.56 |