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Answer:
Depreciation Expense = $16900
Explanation:
Using the units of production method. I will get the value of depreciation expense for the year 2. The units of production method calculate the value of depreciation using the formula is given below.
Depreciation expense = (Cost - Salvage value) / Total Units of Products x Units of production in second year.
Depreciation expense = ($87000 - $7000) / 400000 x 84500 = $16900
Wickland company will charge depreciation expense of $16900 using the Units of production method as during the second year of Wickland company depreciation expense is $16900.
Answer:
option (A) $11,000
Explanation:
Given;
Miles drove in first year = 15,000
Miles drove in second year = 22,000
Cost of the truck = $175,000
Residual value = $25,000
Estimated life = 10 years or 300,000 miles
Now,
using the activity based method
Rate of depreciation per mile driven = 
or
Rate of depreciation per mile driven = 
or
= $0.5 per mile
also,
Number of miles driven in second year = 22,000 miles
Hence,
Depreciation for the second year
= Depreciation rate × Number of miles driven in second year
= 0.5 × 22,000
= $11,000
Hence,
The correct answer is option (A) $11,000
Answer:
The answer is: $4,522
Explanation:
Since Stanford doesn't operate in the restaurant business and doesn't buy the restaurant, he cannot deduct any amount for investigation costs relating to the restaurant.
Stanford doesn't operate in the bakery business but he bought the bakery, so he can deduct up to $5,000 (before amortization) for investigation costs related to the bakery. But those $5,000 are reduced by every dollar he spent over $50,000, so he can only deduct $4,000 [= $5,000 - ($51,000 - $50,000)].
The remaining $47,000 (= $51,000 - $4,000) can be amortized over 180 months, which equals $261 per month (= $47,000 / 180 months).
Since he bought the restaurant in November, he can deduct two months: $261 per month x 2 months = $522
So his total deduction for investigation expenses is = $4,000 + $522 = $4,522
Answer:
Wilkens' days in inventory for 2017 = 60.833
Explanation:
Given:
Sales = $1,800,000
Beginning inventory = $160,000
Ending inventory = $240,000
Gross profit = $600,000
Inventory turnover = 6 times
Wilkens' days in inventory for 2017 = ?
Computation of Wilkens' days in inventory for 2017:
Wilkens' days in inventory for 2017 = Number of days in a year / Inventory turnover
Wilkens' days in inventory for 2017 = 365 / 6 times
Wilkens' days in inventory for 2017 = 60.833
