In: Accounting
Stahl Inc. produces three separate products from a common
process costing $100,700. Each of the products can be sold at the
split-off point or can be processed further and then sold for a
higher price. Shown below are cost and selling price data for a
recent period.
Sales
Value at Split-Off Point |
Cost
to Process Further |
Sales
Value after Further Processing |
|||||||||||
Product 10 | $59,100 | $100,200 | $189,900 | ||||||||||
Product 12 | 16,000 | 30,500 | 35,000 | ||||||||||
Product 14 | 54,000 | 149,800 | 215,300 |
Determine total net income if all products are sold at the
split-off point.
Determine total net income if all products are sold after further processing.
Calculate incremental profit/(loss) and determine which products
should be sold at the split-off point and which should be processed
further. (Enter negative amounts using either a
negative sign preceding the number e.g. -45 or parentheses e.g.
(45).)
Determine total net income using the results from previous part.
Is the net income different from that determined in part
(b)?
X | Y | Z | Y-X-Z | ||
Product | Sale value at splitoff point | Sale value if further processed | Cost of further processing | Financial advantage / (Disadvantage) | |
Product 10 | $59,100 | $1,89,900 | $1,00,200 | $30,600 | Further processed |
Product 12 | $16,000 | $35,000 | $30,500 | -$11,500 | Sold at split-off point |
Product 14 | $54,000 | $2,15,300 | $1,49,800 | $11,500 | Further processed |
Total sales | $1,29,100 | $4,40,200 | $2,80,500 | ||
Joint cost | $1,00,700 | $3,81,200 | |||
Net income | $28,400 | $59,000 |
a) $28,400
b) $59,000
c)
Product 10 | $30,600 | Further processed |
Product 12 | -$11,500 | Sold at split-off point |
Product 14 | $11,500 | Further processed |
d)
Total sales = $189,900 + $215,300 + $16,000 = $421,200
Total cost = $100,200 + $149,800 + $100,700 = $350,700
Sales | $4,21,200 |
Cost | $3,50,700 |
Net profit | $70,500 |
e)
The net income is different from that determined in part (b).
Net income increases by $70,500 - $59,000 = $11,500