Answer:
$25,000
Explanation:
The computation of the adjusted balance of retained earning is shown below:
Since the depreciation expense is overstated on 2019 which decreased the earnings so it would be added
Since the depreciation expense is understated on 2020 which increased the earnings so it would be deducted
And, the ending inventory for 2020 is understated which decreased the earning so it would be added
Therefore, the adjusted balance is
= $24,000 - $4,000 + $5,000
= $25,000
Answer:
The correct answer is letter "C": decrease equilibrium price and increase equilibrium quantity
.
Explanation:
An increase in the number of sellers in a market of a certain good implies the quantity demanded for that good will increase, thus the equilibrium quantity will be higher. According to the demand law, if the quantity demanded goes up, the price is likely to decrease, so, the equilibrium price will be lower.
Thus, <em>the increase in sellers will raise the equilibrium quantity decreasing the equilibrium price.</em>
Based on the fact that Kay Company will use direct labor hours as its overhead allocation base, the overhead for a product with 5 labor hours is $228.
<h3>What is the overhead assigned to the product?</h3>
This can be found as:
= Total overhead cost / Number of labor hours x Product labor hours
Solving gives:
= 4,104,000 / 90,000 x 5
= 45.6 x 5
= $228
Find out more on assigning overhead costs at brainly.com/question/22812280.
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Answer:
(i) 900 CDs
(ii) Greater than; $1,650
Explanation:
(1) Break-event point will be when the contribution margin from total sales is equal to fixed costs,
Contribution Margin = Selling price - variable cost
= $(21.5 - 9.5)
= $12
Contribution Margin *Number of CDs sold = $10,800
Break-even point for Studio A = 10,800 ÷ 12
= 900 CDs
(2) Studio A would be more profitable when the extra profit earned from per unit sale of CD exceeds the extra fixed cost given in Studio A.
Extra Contribution margin in Studio A = $(12-10)
= $2
Extra Fixed cost in Studio A = $(10,800 - 7,500)
= $3,300
Studio A should be chosen if sales is greater than (3300/2) = $1,650.
