The amount of depreciation for the second full year, using the double-declining-balance method is $20,400.
<h3>What is the amount of depreciation in the second year?</h3>
Depreciation is a method used in expensing the value of an asset.
Double declining depreciation expense = [2 x (1/useful life of the asset)] x cost of the asset
Depreciation expense in year 1 = 2/5 x $85,000 = $34,000
Book value at the beginning of year 2 = $85,000 - $34,000 = $51,000
Depreciation expense in year 2 = 2/5 x $51,000 = $20,400
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Answer:
2.85
Explanation:
U.S. Treasury bills are a risk-free asset, and thus have a beta of zero. Since Stock A has a risk-level equivalent to that of the overall market, its beta is one. Therefore, the beta for Stock B can be found by:
The beta of Stock B is 2.85.
Answer:
The correct answer is that the valuation would decrease total assets and stockholders’ equity by $101.00
Explanation:
Item Cost Market price Impact
Quantity
1 220 $ 4.40 $ 4.60 no impact as cost is lower
2 130 $ 6.20 $ 6.00 ($6.20-$6.00)*
130=$26
3 100 $ 10.00 $ 9.25 ($10-$9.25)*100 =$75
4 25 $ 20.50 $ 25.00 No impact as cost is lower
The total reduction in the value of inventory as a result of adopting the lower of cost or market price valuation is $101 ($75+$26),hence decreases total assets by $101 and the stockholders' equity(retained earnings which is a component of stockholders' equity ) by the same amount
Answer:
D) 75
Explanation:
Our initial production function is:
q = 305X - 2X²
we calculate the derivative of q:
(q') = 305 - 4X
MP = 305 - 4X
$10 / $2 = 305 - 4X
5 = 305 - 4X
4X = 305 - 5 = 300
x = 300 / 4
x = 75
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