In: Accounting
Problem 17-87 Lowrey Chemical manufactures two...
Lowrey Chemical manufactures two industrial chemicals in a joint process. In October, $400,000 of direct materials were processed at a cost of $500,000, resulting in 6,000 pounds of Pentex and 14,000 pounds of Glaxco. Pentex sells for $40 per pound and Glaxco sells for $70 per pound. Management generally processes each of these chemicals further in separable processes to manufacture more refined products. Pentex is processed separately at a cost of $10.00 per pound, with the resulting product, Pentex-R, selling for $50 per pound. Glaxco is processed separately at a cost of $20 per pound, and the resulting product, Glaxco-R, sells for $80 per pound.
Required:
Compute the company's total joint production costs.
Assuming that total joint production costs amounted to $900,000, allocate these costs by using: (1) The physical-units method; (2) The relative-sales-value method; (3) The net-realizable-value method.
Solution:
Given data,
Lowrey Chemical manufactures two industrial chemicals in a joint process.
In October, $400,000 of direct materials were processed at a cost of $500,000, resulting in 6,000 pounds of Pentex and 14,000 pounds of Glaxco.
Pentex sells for $40 per pound and Glaxco sells for $70 per pound.
Management generally processes each of these chemicals further in separable processes to manufacture more refined products.
Pentex is processed separately at a cost of $10.00 per pound, with the resulting product, Pentex-R, selling for $50 per pound.
Glaxco is processed separately at a cost of $20 per pound, and the resulting product, Glaxco-R, sells for $80 per pound.
Now we find requirements.
Total total joint production cost = ($400,000+$500,000)
= $900,000
Answer (1) The physical-units method;
Total no of units manufacturing
Pentex | 14,000 pounds |
Glaxo | 6,000 pounds |
Total | 20,000 pounds |
.
Cost allocation | Amount($) |
Pentex($900,000X6,000/20,000) | $270,000 |
Glaxo ($900,000X14,000/20,000) | $630,000 |
Answer (2) The relative-sales-value method :
In this method we will allocate the joint cost in the ratio of sales value of at the point of seperation.
Sales value of at the sepreation point of Pentex (6000X$40)
= $240,000
Sales value of at the sepreation point of Glaxco (14000X$70)
= $980,000
Total value of sales ($240,000+$980,000) = $122,0000
Allocation of joint cost | Amount($) |
pentax ($900,000X $240,000 / $122,0000) | $177,049 |
Glaxo ($900,000X $980,000 / $122,0000) | $722,951 |
Answer (3) : Allocation of Joint cost as per The net-realizable-value method:
calculation of net realizable value:
Pentex ($50-$10)X6,000 | $240,000 |
Glaxco ($80-$20)X14,000 | $840,000 |
Total | $1,080,000 |
.
Allocation of joint | Amount($) |
Pentex ($900,000 X $240,000 / $1,080,000) | $200,000 |
Glaxo ($900,000X$840,000 / $1,080,000) | $700,000 |
Note : If you have any doubt please comment.
Thank you.