The California Crane Company purchased two new cranes. CCC uses the double-declining balance method of calculating depreciation. The data for each crane is given below. From this data, compute the first year depreciation for each crane and the value of each crane at the end of its first year of use. Scrap Depreciation Value at Cost Est. Life Value Year 1 End of first Year $220,000 10 years $22,000 $316,000 8 years $31,600 $44,400, $79,000 Depreciation; $175,600, $237,000 Value O $44,000, $79,000 Depreciation; $176,000, $237,000 Value S44,000, S63,200 Depreciation; $176,000, $252,800 Value S44,000, S80,000 Depreciation; S176,000, S236,000 Value
The California Crane Company purchased two new cranes. CCC uses the double-declining balance method of calculating depreciation. The data for each crane is given below. From this data, compute the first year depreciation for each crane and the value of each crane at the end of its first year of use. Scrap Depreciation Value at Cost Est. Life Value Year 1 End of first Year $220,000 10 years $22,000 $316,000 8 years $31,600 $44,400, $79,000 Depreciation; $175,600, $237,000 Value O $44,000, $79,000 Depreciation; $176,000, $237,000 Value S44,000, S63,200 Depreciation; $176,000, $252,800 Value S44,000, S80,000 Depreciation; S176,000, S236,000 Value
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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
Transcribed Image Text:The California Crane Company purchased two new cranes. CCC uses the double-declining
balance method of calculating depreciation. The data for each crane is given below. From this
data, compute the first year depreciation for each crane and the value of each crane at the end of
its first year of use.
Scrap
Depreciation
Value at
Cost
Est. Life
Value
Year 1
End of first Year
$220,000
10 years
$22,000
$316,000
8 years
$31,600
$44,400, $79,000 Depreciation; $175,600, $237,000 Value
O $44,000, $79,000 Depreciation; $176,000, $237,000 Value
S44,000, S63,200 Depreciation; $176,000, $252,800 Value
S44,000, S80,000 Depreciation; S176,000, S236,000 Value
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