Answer:
1. 780,000 pints
2. $1
3. $780,000
Explanation:
1. The computation of the equivalent units of production is shown below:
= Units completed and transferred out + completed units in ending inventory × completion percentage
= 700,000 pints + 200,000 pints × 40%
= 780,000 pints
2. The computation of the unit cost for January month is shown below:
= (Beginning Work in process + Costs added during January) ÷ equivalent units
= ($156,000 + $624,000) ÷ (780,000 pints)
= $1
3. The computation of the assigned units is shown below:
= Units completed and transferred out × unit cost + completed units in ending inventory × completion percentage × unit cost
= 700,000 pints × $1 + 200,000 pints × 40% ×$1
= $780,000
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Those are supply curves and demand curves. Supply curves have to meet the production requirements, while demand curves have to meet the consumer's willingness to pay.
Answer:
the contribution margin per unit for part A is $1,479,000
Explanation:
The computation of the contribution margin for part A is shown below:
Contribution margin per unit is
= $950 - $600 - $95
= $255
Now for contribution margin per unit for part A is
= 5,800 units × $255
= $1,479,000
Hence, the contribution margin per unit for part A is $1,479,000