General Chemical Company (GCC) manufactures two products as part of a joint process: A1 and B1. Joint costs up to the split-off point total $22,000. The joint costs are allocated to A1 and B1 in proportion to their relative sales values. At the split-off point, product A1 can be sold for $42,000, whereas product B1 can be sold for $63,000. Product A1 can be processed further to make product A2, at an incremental cost of $38,000. A2 can be sold for $85,000. Product B1 can be processed further to make product B2, at an incremental cost of $48,000. B2 can be sold for $95,000. Joint costs allocated to product A1 total: a. $8,800. b. $13,500. c. $13,200. d. $22,000.

Respuesta :

Answer:

a. $8,800

Explanation:

Joint costs are costs incurred on multiple products to the split off point, beyond which are product costs that are directly traceable.

Hence in the scenario, the relevant information for finding a solution to the question is the following:

1. Joint costs up to the split-off point total $22,000. The joint costs are allocated to A1 and B1 in proportion to their relative sales values.

2. At the split-off point, product A1 can be sold for $42,000, whereas product B1 can be sold for $63,000.

Therefore Joint costs allocated to product A1 total: is [42,000 / (42,000+ 63,000)] x $22,000 = $8,800

Answer:

a. $8,800.

Explanation:

We have to weight the market value at split-off point to get an allocation basis for the 22,000 dollar of common cost:

[tex]\left[\begin{array}{cccc}Product&Sales&Weight&Cost\\a1&42000&0.4&8800\\a2&63000&0.6&13200\\Total&105000&1&22000\\\end{array}\right][/tex]

Once we got the weight, we multiply it by the common cost to get the allocated common cost for each product.

In this case for A1

42,000 / 105,000 = 0.4 weight of A1

Then 22,000 total cost x 0.40 = 8,800