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A mining equipment has a life of 5 years with no salvage value. Assuming that the depreciation of the equipment is calculated by the straight line method, the average annual value of the equipment percentage of its original value is
A
20
B
40
C
50
D
60
Correct Answer:
20
The original cost of an equipment is Rs.10,000. Its salvage value at the end of its total useful life of five years is Rs. 1,000. Its book value at the end of two years of its useful life (as per straight line method of evaluation of depreciation) will be
A
Rs. 8,800
B
Rs. 7,600
C
Rs. 6,400
D
Rs. 5,000
Rashna Company collected the following data in its accounting records in 2014 : From the income statement : Depreciation expense Tk. 1,000 Loss on sale of equipment 3,000 From the comparative balance sheet : Beginning balance , equipment Tk. 12,500 Ending balance , equipment 8,000 Beginning balance , accumulated depreciation 2,000 Ending balance , accumulated depreciation 2,400 No new equipment was purchased during the year. The equipment was sold at the end of the year. What was the cash in -flow from the sale of equipment in 2014?
A
Tk, 3,900
B
Tk. 1,000
C
Tk. 900
D
Tk. 600
In an opencast mine shown in the figure below, the coal has a density of 1.4 t/m
3
. Assuming mining operation started from plane XY, the operating stripping ratio under the given conditions in m
3
/t is
A
2.32
B
2.47
C
2.56
D
2.64
A machine is purchased for Rs. 10,000,00 and has an estimated life of 10 years. The salvage value at the end of 10 years is Rs. 1,50,000. The book value of the machine at the end of 5 years using general straight line method of evaluation of depreciation is
A
Rs. 4,75,000
B
Rs. 5,75,000
C
Rs. 6,50,000
D
Rs. 8,50,000
A machine has an initial value of Rs. 5000, service life of 5 years and final salvage value of Rs. 1000. The annual depreciation cost by straight line method is Rs.
A
300
B
600
C
800
D
1000
A reactor having a salvage value of Rs. 10000 is estimated to have a service life of 10 years. The annual interest rate is 10%. The original cost of the reactor was Rs. 80000. The book value of the reactor after 5 years using sinking fund depreciation method will be Rs.
A
40096
B
43196
C
53196
D
60196
ABC Corporation makes it a policy that for any new equipment purchased, the annual depreciation cost should not exceed 20% of the first cost at any time with no salvage value. Determine the length of service life necessary if the depreciation used is the SYD method.
A
7 eyars
B
8 years
C
9 years
D
10 years
'P' is the investment made on an equipment, 'S' is its salvage value and 'n' is the life of the equipment in years. The depreciation for rath year by the sum-of years digit method will be
A
$$\frac{{{\text{P}} - {\text{S}}}}{{\text{n}}}$$
B
$$1 - {\left( {\frac{{\text{P}}}{{\text{S}}}} \right)^{\frac{1}{{\text{m}}}}}$$
C
$$\frac{{\text{m}}}{{\text{n}}} \cdot \left( {{\text{P}} - {\text{S}}} \right)$$
D
$$\frac{{2\left( {{\text{n}} - {\text{m}} + 1} \right)}}{{{\text{n}}\left( {{\text{n}} + 1} \right)}} \cdot \left( {{\text{P}} - {\text{S}}} \right)$$
A machine was purchased for Rs. 10,000 and its life was estimated to be 3 years, and at the end of its life, its book value was Rs. 5,120. If depreciation is calculated according to Diminishing Balance method, the rate of depreciation would be:
A
25%
B
15%
C
20%
D
10%
A company owns some land and buildings for which the following details are relevant : Cost of land Taka 50,000; cost of building Taka 100,000, estimated life of building 20 years, estimated residual value of building Taka 2000; estimated residual value of land Taka 50,000. The company uses the straight line depreciation method. Which is the correct annual depreciation charge for this asset?
A
Taka 4000
B
Taka 4900
C
Taka 7400
D
Taka 7500