Answer: $102000
Explanation:
The following can be deduced fkem the question:
Face value of bonds = $192000
Unamortized Premium = $4000
Conversion of Equity Shares = 4700 x $20 = $94000
Paid in Capital in Excess of Par = $192000 + $4000 - $94000
= $102000
Straight-Line Depreciation A building acquired at the beginning of the year at a cost of $2,200,000 has an estimated residual value of $400,000 and an estimated useful life of 20 years. Determine the following: (a) The depreciable cost $fill in the blank 1 (b) The straight-line rate fill in the blank 2 % (c) The annual straight-line depreciation $fill in the blank 3
Answer:
a)
Depreciable Cost = $ 1800000
b)
Straight Line Depreciation Rate = 5%
c)
Depreciation expense per year = $90000
Explanation:
a)
The depreciable cost is the cost that qualifies for depreciation. It is calculated as,
Depreciable Cost = Cost - Salvage Value
Depreciable Cost = 2200000 - 400000
Depreciable Cost = $ 1800000
b)
The straight line depreciation method charges a constant depreciation expense every period. The rate of straight line depreciation can be calculated as follows,
Straight Line Depreciation Rate = Depreciable cost percentage / Estimated useful life
Straight Line Depreciation Rate = 100% / 20
Straight Line Depreciation Rate = 5%
c)
The annual straight line depreciation expense can be calculated as follows,
Depreciation expense per year = Depreciable cost * Straight line depreciation rate
Depreciation expense per year = 1800000 * 0.05
Depreciation expense per year = $90000