Financial Accounting
Accounting for Depreciation
Part A: Discussion of basic theories, explanation of
different methods of computation of depreciation, and explanation of different
methods of accounting for depreciation along with all the relevant and
necessary journal entries.
Part B: Seven Illustrations with solutions
Part A
Introduction
As per Accounting Standard (AS) – 10,
(a)
Depreciation is the systematic allocation of the depreciable
amount of an asset over its useful life.
(b)
Depreciable amount is the cost of an asset, or other amount
substituted for cost, less its residual value.
(c)
Cost
is the amount of cash or cash equivalents paid or the fair value of the other
consideration given to acquire an asset at the time of its acquisition or
construction or, where applicable, the amount attributed to that asset when
initially recognised in accordance with the specific requirements of other
Accounting Standards.
(d)
The residual value of an asset is the estimated amount that an
enterprise would currently obtain from disposal of the asset, after deducting
the estimated costs of disposal, if the asset were already of the age and in
the condition expected at the end of its useful life.
(e)
Useful life is:
(1)
The period over which an asset is expected to be
available for use by an enterprise; or
(2)
The number of production or similar units expected
to be obtained from the asset by an enterprise.
Depreciation is a measure of the wearing out,
consumption or other loss of value of a depreciable asset arising from use, effluxion
of time or obsolescence through technology and market changes. Depreciation is
allocated so as to charge a fair proportion of the depreciable amount in each
accounting period during the expected useful life of the asset. Depreciation
includes amortisation of assets whose useful life is predetermined.
Depreciation
can also be defined as the amount of reduction in value of a fixed asset over a
period of accounting year, the amount of reduction being charged to profit and
loss account to arrive at profit or loss of the same period of time. Value of a
fixed asset may be reduced due to the following reasons:
1.
Wear and tear in the asset due to
its use.
2.
Elapse of time.
3.
Availability of a better product of
the similar type in the market.
4.
Technological advancements and
innovations.
Another way to define depreciation is from the point
of view of matching concept of accounting. In this case, depreciation may be
defined as a systematic and rational process of distributing the cost of
acquisition of a tangible asset over the economic life of the asset.
Depreciation may also be defined from the point of
view of financial prudence in arranging necessary fund to replace an existing
asset. In this case, an equal amount of depreciation is charged to profit and loss
account every year and an amount equal to the same is invested every year in
the outside securities in such a way that at the time of replacement of the
existing asset by a new one, necessary fund is readily available.
Methods of computing
depreciation
The following are the important methods of computing
depreciation:
1.
Straight line method (also known as
fixed instalment method or equal instalment method).
2.
Reducing balance method (also known
as written-down-value method or declining balance method or diminishing balance
method).
3.
Sum-of-years’-digits method.
4.
Annuity method.
5.
Sinking fund method.
6.
Machine hour rate method.
7.
Production unit method.
8.
Depletion method.
Straight line method
Under this method, an equal amount of depreciation is
charged every year to profit and loss account. This equal amount can be
calculated in two ways:
(a) If depreciation
percentage is given, the amount of depreciation of an asset to be charged to
profit and loss account every year will be calculated at the same percentage of
the original cost of the asset (i.e. the cost of acquisition of the asset). In
this case, cost of acquisition includes the purchase price of the asset and all
other relevant and necessary expenses required to be incurred before the asset
is ready to be used or becomes operational. In other words,
Cost of Acquisition = |
Purchase Price + Import Duty (when the
asset is imported) + Transportation Expenses + Installation and Erection
Expenses. |
(b) If the
depreciation percentage is not given, amount of depreciation of an asset to be
charged to profit and loss account every year will be calculated by using the
following formula:
D
= |
(C
– S) ÷ N |
Where, |
|
D = |
Amount of depreciation to be charged to P/L A/c
every year |
C = |
Cost of acquisition of the asset (as calculated
above) |
S = |
Scrap value or salvage value at the end of economic
life of the asset (also
called Residual Value) |
N = |
Number of years of economic life of the asset |
Important
note:
1.
If in any problem both
of ‘depreciation percentage’ as well as ‘scrap value and economic life’ are
given, yearly depreciation will be calculated using the formula as given in (b)
above.
2.
Rate of depreciation
(ROD) under SLM can be calculated as follows:
ROD = |
(D ÷ C) × 100 % |
Written-down-value method
Under this method, amount of depreciation of an asset charged
to profit and loss account decreases every year, because depreciation of an
asset for an accounting year is calculated at the given percentage on the book
value of the asset at the beginning of the accounting year, and the book value
of the asset at the end of the accounting year (which becomes book value of the
asset at beginning of the next accounting year) is arrived at by deducting the
amount of depreciation as calculated above from the book value of the asset at
the beginning of the year.
Example:
A machine was purchased on 1.4.2016 at a cost of Rs 20
Lakh. Depreciation is charged @ 15% p.a. under diminishing balance method. Find
out the book value of the machine as on 1.4.2020. If the machine is sold for Rs
10 Lakh on 30.9.2020, find out profit or loss made on such sale.
Solution:
Particulars |
Rs |
Book value as on 1.4.2016 |
20,00,000 |
LESS: Depreciation for the year 2016 – 17 (15% on Rs
20,00,000) |
3,00,000 |
Book value as on 1.4.2017 |
17,00,000 |
LESS: Depreciation for the year 2017 – 18 (15% on Rs
17,00,000) |
2,55,000 |
Book value as on 1.4.2018 |
14,45,000 |
LESS: Depreciation for the year 2018 – 19 (15% on Rs
14,45,000) |
2,16,750 |
Book value as on 1.4.2019 |
12,28,250 |
LESS: Depreciation for the year 2019 – 20 (15% on Rs
12,28,250) |
1,84,238 |
Book value as on 1.4.2020 |
10,44,012 |
LESS: Depreciation for the period 1.4.2020 – 30.9.2020
[Rs 10,44,012 x 15% x ½] |
78,301 |
Book value as on 30.9.2020 (the date of sale of the
machine) |
9,65,711 |
Sale proceeds of the machine |
10,00,000 |
Profit on sale of the machine |
34,289 |
GENERAL NOTES:
1.
Depreciation percentage may be given
with or without the words “per annum”. But, in any case, where, during any
financial year, any addition has been made to any asset, or any asset has been
sold, discarded, demolished or destroyed, the depreciation on such assets shall
be calculated on a pro rata basis
from the date of such addition up to the end of the year or, as the case may
be, up to the date on which such asset has been sold, discarded, demolished or
destroyed from the beginning of the year. [As per Schedule
II (Part C, Note 2) of the Companies Act, 2013]
2.
If the date of purchase of the asset
or, as the case may be, the date on which the asset has been sold, discarded,
demolished or destroyed is not given, the amount of depreciation on such asset will
be calculated at the given percentage for a period of six months.
3.
Rate of depreciation
(ROD) under WDV Method can be calculated as follows:
ROD = |
[1 – (S ÷ C)^(1/n)]
× 100 % |
Difference between SLM and
WDV Method
|
SLM |
WDV
Method |
1 |
Depreciation
is calculated on the original cost of a fixed asset. |
Depreciation
is calculated on the diminishing balance or Written Down Value of a fixed
asset. |
2 |
The amount of
depreciation remains the same in every year. |
The amount of
depreciation reduces year after year. |
3 |
At the expiry
of the economic life of the asset, the balance in the Asset Account may reduce
to zero. |
At the expiry
of the economic life of the asset, the balance in the Asset Account will
never reduce to zero. |
4 |
Total cost of
depreciation and repairs is lower in the initial years and higher in the
later years. |
Total cost of
depreciation and repairs remains, more or less, equal in all the years of
economic life of the asset. |
5 |
This method
is more suitable for assets which get depreciated on account of expiry of
working life of the asset. |
This method
is suitable for those assets which require more and more repairs in the later
years of their working lives. |
Sum-of-years’-digits
method
Under this method, the depreciation expense for each
year with respect to an asset is calculated by multiplying the cost of the
asset by a fraction based on the sum of the number of years of the useful
economic life of the asset. The depreciation expense for each year, under this
method, is computed as follows:
Depreciation
of a year = |
(Cost –
Salvage Value) × (Number of years of life remaining at the beginning of the
year ÷ Sum of the years’ digits) |
Annuity
method
Under this method, cost of acquisition of the asset is
assumed to be a loan to be repaid in fixed periodical instalments (including
interests on unpaid balances at a fixed rate of interest per cent per period)
over a fixed period of time. These fixed periodical instalments (as assumed)
are actually the equal amounts of depreciation per period over the fixed period
of time. Therefore, under this method, the total amount of depreciation written
off during the life of the asset equals
the cost of acquisition of the asset plus
total of interests on unpaid balances. Under annuity method, therefore,
depreciation expense for each year is computed as follows:
Depreciation = |
Cost of acquisition of the asset ÷ PVIFAkn |
Where, |
|
PVIFAkn
= |
Present value interest factor for an annuity of Rs 1 at interest rate ‘k’ for
‘n’ years. |
Note: Here, Discount rate ‘k’ represents rate of depreciation and ‘n’ represents
economic life of the asset.
Alternatively,
Depreciation
= |
[Cost
of acquisition of the asset x (r ÷
100)] ÷ [1 – {1 + (r ÷ 100)} ^ (−n)] |
Where, |
|
r = |
Rate
of depreciation in %-age |
n = |
Economic
life of the asset |
Sinking
fund method
Under this method, a fund is created by the regular
investment of a fixed amount to accumulate to the amount of money required to
replace an asset at a set date in the future. This method is based on concept
of present value. The fund is created by debiting Depreciation Account and
crediting Sinking Fund Account. Depreciation Account is ultimately transferred
to Profit and Loss Account. An amount equal to the amount of depreciation plus interest received on previous year’s investment is invested every year outside the business in gilt-edged
or other securities by debiting Sinking Fund Investment Account and crediting
Bank Account. The investments are allowed to accumulate at compound interest so
as to produce the required amount to replace the asset after a specified period
of time. When interest on investments is received, Bank Account is debited and
Interest on Sinking Fund Investment Account is credited. Later on, the interest
on investment is transferred from Interest on Sinking Fund Investment Account
to Sinking Fund Account.
The asset is shown in the Balance Sheet, every year,
at its original value. Sinking Fund is shown on the liabilities side and
Sinking Fund Investment is shown on the assets side of the Balance Sheet. At
the end of the useful life of the asset, all the investments are sold away. The
proceeds are utilised for purchasing the new asset. Profit or loss on sale of
investment is transferred to the Sinking Fund Account. The Sinking Fund Account
is closed by transferring the balance to the Asset Account. Finally, the Asset
Account is closed by transferring the balance to the Profit and Loss Account.
The equal amount of depreciation to be debited to
Profit and Loss Account every year can be determined by any of the following
two methods:
Depreciation = |
Net amount required to replace the asset at a future
date ÷ FVIFAkn |
Where, |
|
FVIFAkn
= |
Future value interest factor for an annuity of Rs 1 at interest rate ‘k’ for
‘n’ years. |
Note: Here, Interest rate ‘k’ represents rate of depreciation and ‘n’ represents
economic life of the asset.
Alternatively,
Depreciation
= |
[Amount
required to replace the asset x (r ÷
100)] ÷ [{1 + (r ÷ 100)}^n – 1] |
Where, |
|
r = |
Rate
of depreciation in %-age |
n = |
Economic
life of the asset |
Machine
hour rate method
Under this method, annual machine hours worked is
compared with the total anticipated machine hours over the life of the machine.
Under machine hour rate method, depreciation expense for each year is computed
as follows:
Depreciation of a year = |
Depreciation
per machine hour x Actual hours worked by the machine in the year |
Depreciation
per machine hour = |
(C – S) ÷ N |
C = |
Cost of
acquisition of the machine |
S = |
Scrap value
or salvage value or residual value at the end of economic life of the asset |
N = |
Estimated effective life of the machine in terms of
machine hours |
Production
unit method
Under this method, depreciation of the asset is
determined by comparing the annual production with the estimated total
production achievable by the asset over the life of the asset. The amount of
depreciation expense for each year is computed as follows:
Depreciation of a year = |
Depreciation
per unit x Actual production of the year in units |
Depreciation per unit = |
(C – S) ÷ N |
C = |
Cost of acquisition of the machine |
S = |
Scrap value
or salvage value or residual value at the end of economic life of the asset |
N = |
Estimated
total production achievable over the life of the machine in terms of units |
Depletion
method
This method is applied to wasting assets such as
mines, quarries, and the like where the output for each year depends on the
quantity extracted. Under this method, depreciation is calculated first by
making an estimate in advance of the total quantity to be extracted over its
life and then the cost of the asset is apportioned over the period of the asset
in proportion to the rate of extraction.
For example, suppose a coal mine is acquired for Rs 10,
00,000 and it is estimated that 2, 50,000 tonnes of coal can be extracted over
its life. Therefore, the rate of depreciation per tonne of coal is Rs (10,
00,000 ÷ 2, 50,000) = Rs 4. If 50,000 tonnes are extracted in a particular year,
then the depreciation for that year will be = 50,000 x Rs 4 = Rs 2, 00,000.
Methods
of accounting for depreciation
There are two
methods of accounting for depreciation:
Method: I
[Without opening
“Provision for Depreciation Account”]
Method: II
[With “Provision for
Depreciation Account”]
Journal entries for
Method: I
[Without opening
“Provision for depreciation Account”]
Date |
Particulars |
|
L.F. |
Debit (Rs) |
Credit (Rs) |
1 |
Depreciation A/c |
Dr |
|
|
|
|
To Asset A/c |
|
|
|
|
|
(Depreciation charged for the current year) |
|
|
|
|
|
|
|
|
|
|
2 |
Profit and loss A/c |
Dr |
|
|
|
|
To Depreciation A/c |
|
|
|
|
|
(Depreciation transferred to P/L
A/c) |
|
|
|
|
|
|
|
|
|
|
3 |
Asset A/c |
Dr |
|
|
|
|
To Cash/Bank A/c |
|
|
|
|
|
(Fixed asset purchased for cash) |
|
|
|
|
|
|
|
|
|
|
4 |
Cash/Bank A/c |
Dr |
|
|
|
|
To Asset A/c |
|
|
|
|
|
(Fixed asset sold) [Without opening Asset Disposal
A/c] |
|
|
|
|
|
|
|
|
|
|
5 |
Asset disposal A/c |
Dr |
|
|
|
|
To Asset A/c |
|
|
|
|
|
(Fixed asset sold) [With Asset Disposal A/c – For
the depreciated value of the asset on the date of sale] |
|
|
|
|
|
|
|
|
|
|
6 |
Cash/Bank A/c |
Dr |
|
|
|
|
To Asset disposal A/c |
|
|
|
|
|
(Sale proceeds of the asset received) [With Asset
Disposal A/c] |
|
|
|
|
|
|
|
|
|
|
7 |
Asset A/c |
Dr |
|
|
|
|
To Profit and loss A/c |
|
|
|
|
|
(Profit on sale of fixed asset transferred to P/L
A/c) [Without Asset Disposal A/c] |
|
|
|
|
|
|
|
|
|
|
8 |
Asset disposal A/c |
Dr |
|
|
|
|
To Profit and Loss A/c |
|
|
|
|
|
(Profit on sale of fixed asset transferred to P/L
A/c) [With Asset Disposal A/c] |
|
|
|
|
|
|
|
|
|
|
9 |
Profit and loss A/c |
Dr |
|
|
|
|
To Asset A/c |
|
|
|
|
|
(Loss on sale of fixed asset transferred to P/L A/c)
[Without Asset Disposal A/c] |
|
|
|
|
|
|
|
|
|
|
10 |
Profit and loss A/c |
Dr |
|
|
|
|
To Asset disposal A/c |
|
|
|
|
|
(Loss on sale of fixed asset transferred to P/L A/c)
[With Asset Disposal A/c] |
|
|
|
|
Journal
entries for Method: II
[With
“Provision for depreciation Account”]
Date |
Particulars |
|
L.F. |
Debit (Rs) |
Credit (Rs) |
1 |
Depreciation A/c |
Dr |
|
|
|
|
To Prov for dep A/c |
|
|
|
|
|
(Depreciation charged for current
year) |
|
|
|
|
|
|
|
|
|
|
2 |
Profit and loss A/c |
Dr |
|
|
|
|
To Depreciation A/c |
|
|
|
|
|
(Depreciation transferred to P/L
A/c) |
|
|
|
|
|
|
|
|
|
|
3 |
Asset A/c |
Dr |
|
|
|
|
To Cash/Bank A/c |
|
|
|
|
|
(Fixed asset purchased for cash) |
|
|
|
|
|
|
|
|
|
|
4 |
Cash/Bank A/c |
Dr |
|
|
|
|
To Asset A/c |
|
|
|
|
|
(Fixed asset sold) [Without opening Asset Disposal
A/c] |
|
|
|
|
|
|
|
|
|
|
5 |
Asset disposal A/c |
Dr |
|
|
|
|
To Asset A/c |
|
|
|
|
|
(Fixed asset sold) [With Asset
Disposal A/c – For the original cost of the asset sold] [NOTE: This entry
will not be made, if asset disposal account is not opened] |
|
|
|
|
|
|
|
|
|
|
6 |
Prov for dep A/c |
Dr |
|
|
|
|
To Asset disposal A/c |
|
|
|
|
|
(Accumulated depreciation on the asset
sold transferred) [With asset disposal account] |
|
|
|
|
|
|
|
|
|
|
7 |
Prov for dep A/c |
Dr |
|
|
|
|
To Asset A/c |
|
|
|
|
|
(Accumulated depreciation on the
asset sold transferred) [Without asset disposal account] |
|
|
|
|
|
|
|
|
|
|
8 |
Cash/Bank A/c |
Dr |
|
|
|
|
To Asset disposal A/c |
|
|
|
|
|
(Amount received on sale of the asset) [With Asset
Disposal A/c] |
|
|
|
|
|
|
|
|
|
|
9 |
Cash/Bank A/c |
Dr |
|
|
|
|
To Asset A/c |
|
|
|
|
|
(Amount
received on sale of the asset) [Without Asset Disposal A/c] |
|
|
|
|
|
|
|
|
|
|
10 |
Asset disposal A/c |
Dr |
|
|
|
|
To Profit and loss A/c |
|
|
|
|
|
(Profit on sale of fixed asset) [With Asset Disposal
A/c] |
|
|
|
|
|
|
|
|
|
|
11 |
Asset A/c |
Dr |
|
|
|
|
To Profit and loss A/c |
|
|
|
|
|
(Profit on sale of fixed asset) [Without Asset
Disposal A/c] |
|
|
|
|
|
|
|
|
|
|
12 |
Profit and loss A/c |
Dr |
|
|
|
|
To Asset disposal A/c |
|
|
|
|
|
(Loss on sale of fixed asset) [With Asset Disposal
A/c] |
|
|
|
|
|
|
|
|
|
|
13 |
Profit and loss A/c |
Dr |
|
|
|
|
To Asset A/c |
|
|
|
|
|
(Loss on sale of fixed asset) [Without Asset
Disposal A/c] |
|
|
|
|
GENERAL
NOTES:
1.
Under the first method (without
provision for depreciation account) asset account balance will be shown as
reduced by the amount of depreciation, whereas under the second method (with
provision for depreciation account) asset account balance will not change until
and unless there is any purchase or sale of the asset.
2.
Under the first method, asset
account is maintained at its depreciated value, whereas under the second method
asset account is always maintained at its original cost.
3.
Under the first method current
year’s depreciation is credited in the asset account, whereas under the second
method current year’s depreciation is credited in the provision for
depreciation account.
Change
in the method of depreciation
Method of depreciation may be changed either from
Straight Line Method to Written-Down-Value Method or from Written-Down-Value
Method to Straight Line Method. This change in method may again be with
retrospective effect or may be with prospective effect. When change in method
is with retrospective effect, it implies that the change will be with effect
from a past date which may be a date a number of years back and in this case
the effect of such change has to be calculated and shown in the books of
accounts in terms of the impact of such change in the profit and loss account
balance. On the other hand, when the change in method is with prospective
effect, it implies that the change will be effective from the date on which the
decision for such change has been taken or from any future date as might have
been considered convenient and necessary by the management. In this case, no
past adjustment is required to be calculated and shown in the books of
accounts.
Adjustment
journal entries for change in method with retrospective effect
[Without
“Provision for Depreciation Account”]
Date |
Particulars |
|
L.F. |
Debit (Rs) |
Credit (Rs) |
1 |
Asset A/c |
Dr |
|
|
|
|
To Profit and loss A/c |
|
|
|
|
|
(Increase in profit due to excess
depreciation written back on change in method of depreciation from Straight Line
to WDV rate of depreciation being the same under both the method) |
|
|
|
|
|
|
|
|
|
|
2 |
Profit and loss A/c |
Dr |
|
|
|
|
To Asset A/c |
|
|
|
|
|
(Decrease in profit due to
additional depreciation charged on change in method of depreciation from WDV
to Straight Line rate of depreciation being the same under both the method) |
|
|
|
|
Adjustment
journal entries for change in method with retrospective effect
[With
“Provision for Depreciation Account”]
Date |
Particulars |
|
L.F. |
Debit (Rs) |
Credit (Rs) |
1 |
Prov for dep A/c |
Dr |
|
|
|
|
To Profit and loss A/c |
|
|
|
|
|
(Increase in profit due to excess
depreciation written back on change in method of depreciation from Straight
Line to WDV rate of depreciation being the same under both the method) |
|
|
|
|
|
|
|
|
|
|
2 |
Profit and loss A/c |
Dr |
|
|
|
|
To Prov for dep A/c |
|
|
|
|
|
(Decrease in profit due to
additional depreciation charged on change in method of depreciation from WDV
to Straight Line rate of depreciation being the same under both the method) |
|
|
|
|
FINANCIAL
ACCOUNTING
DEPRECIATION
ACCOUNTING
Selected
Illustrations and Solutions
Illustration:
1
On 1.1.11 Prince
Process Limited purchased machinery for Rs 80,000. On 1.7.12 additions were
made to the amount of Rs 40,000. On 31.3.2013, machinery purchased on 1.7.2012,
costing Rs 12,000 was sold for Rs 11,000 and on 30.06.2013 machinery purchased
on 1.1.2011 costing Rs 32,000 was sold for Rs 26,700. On 1.10.2013, additions
were made to the amount of Rs 20,000. Depreciation was provided at 10% p.a. on the
Diminishing Balance Method.
Show the Machinery
Accounts for three years from 2011-2013. (Year ended 31st December)
Illustration:
2
Sachinson & Company Limited purchased a machine for Rs 1, 00,000 on 1.1.2011. Another machine costing Rs 1, 50,000 were purchased on 1.7.2012. On 31.12.2013, the machine purchased on 1.1.2011 was sold for Rs 50,000. The company provides depreciation at 15% on Straight Line Method. The company closes its accounts on 31st December every year.
Prepare – (i) Machinery A/c, (ii) Provision for Depreciation A/c and (iii) Machinery Disposal A/c.
Illustration:
3
Ramkrishna
Paramhangsha Limited which depreciates its machinery at 10% p.a. on Diminishing
Balance Method had on 1st January, 2016 Rs 9, 72,000 on the debit
side of Machinery Account. During the year 2016 machinery purchased on 1st
January, 2014 for Rs 80,000 was sold for Rs 45,000 on 1st July, 2016
and a new machine at a cost of Rs 1, 50,000 was purchased and installed on the
same date, installation charges being Rs 8,000.
The company wanted
to change the method of depreciation from Diminishing Balance Method to Straight
Line Method with effect from 1st January, 2014. The rate of
depreciation remains the same as before.
Show the Machinery
Account for the Year 2016.
Illustration:
4
Hot and Cold
Enterprises Limited commenced business on 01.07.2008 and on that date they
purchased a new machine at a cost of Rs 8, 00,000. On 01.01.2010 they purchased
another machine for Rs 6, 00,000 and again on 01.10.2012 machinery costing Rs 15,
00,000 was purchased. They adopted a method of charging depreciation @ 20% p.a.
on diminishing balance basis.
On 01.07.2012, they
changed the method of providing depreciation and adopted the method of writing off
the Machinery Account at 15% p.a. under straight line method with retrospective
effect from 01.07.2008, the adjustment being made in the accounts for the year
ended 30.06.2013.
The depreciation
has been charged on time basis. You are required to calculate the difference in
depreciation to be adjusted in the Machinery on 01.07.2012, and to show the
Machinery Account for the year ended 30.06.2013.
Illustration:
5
Shyama Limited purchased a second-hand plant for Rs 7, 50,000 on 1st
July, 2011 and immediately spent Rs 2, 50,000 in overhauling the plant. On 1st
January, 2012 another machine at a cost of Rs 6, 50,000 was purchased. On 1st October, 2013 the plant purchased on 1st July,
2011 became obsolete and it was sold for Rs 2, 50,000. On that date a new machine was purchased at a cost of Rs 15, 00,000.
Depreciation was provided @ 15% p.a. on diminishing balance method. Books are closed on 31st March
in every year. You are
required to prepare the Plant and Machinery Account up to 31st March,
2014.
Illustration:
6
On 31st December, 2011 two machines which were purchased by
Rajeshwari Products Limited on 1.10.2008 costing Rs 50,000 and Rs 20,000 respectively
had to be discarded and replaced by two new machines costing Rs 50,000 and Rs 25,000
respectively. The discarded machines were sold for Rs 20,000 and Rs 10,000
respectively. The balance of Machinery Account on April 1, 2011 was Rs 3,
00,000 against which the depreciation provision stood at Rs 1, 50,000.
Depreciation was provided @ 10% on Reducing Balance Method. Prepare the
Machinery Account, Provision for Depreciation Account and Machinery Disposal
Account.
Illustration:
7
On 1st April,
2010, M/s. N. R. Sons & Company Ltd purchased four machines for Rs 2,
60,000 each. On 1st April, 2011, one machine was sold for Rs 2,
05,000. On 1st October, 2012, the second machine was destroyed by fire
and insurance claim Rs 1, 75,000 was received. A new machine costing Rs 4,
50,000 was purchased on 1st October, 2012.
Books are closed on
31st March every year and depreciation is charged @ 15% per annum on
diminishing balance method. You are required to prepare machinery account for 4
years till 31st March, 2014. (Calculations are to be shown in
nearest rupee).
Click here for Solution: 7 in PDF
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