Page 6 - 26. COMPILER QB - IND AS 113
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MTP QUESTIONS
Q4 (August 18 – 4 Marks) – (Similar to Q6)
An asset is sold in 2 different active markets (a market in which a transaction for the asset or liability takes
place with sufficient frequency and volume to provide pricing information on an ongoing basis) at different
prices.
An entity enters into transactions in both markets and can access the price in those markets for the asset at
the measurement date.
In Market A:
The sale price of the asset is Rs. 26, transaction cost is Rs. 3 and the cost to transport the asset to Market
A is Rs. 2 (i.e., the net amount that would be received is Rs. 21).
In Market B:
The sale price of the asset is Rs. 25, transaction cost is Re. 1 and the cost to transport the asset to Market
B is Rs. 2 (i.e., the net amount that would be received is Rs. 22).
Determine the fair value of the asset by supporting your answer with proper reason.
SOLUTION
If Market A is the principal market for the sale of asset (i.e., the market with the greatest volume and level
of activity for the asset), the fair value of the asset would be measured using the price that would be
received in that market, after taking into account transport cost of Rs. 24. The price in the principal (or most
advantageous) market used to measure the fair value of the asset or liability shall not be adjusted for
transaction costs.
If neither market is the principal market for the sale of assets, the fair value of the asset would be measured
using the price in the most advantageous market. The most advantageous market is the market that
maximises the amount that would be received by selling the asset, after taking into account transport cost
(i.e., the net amount that would be received in the respective markets).
Since the entity would maximise the net amount that would be received for the asset in Market B, the fair
value of the asset would be measured using the price in that market ie. sale of asset Rs. 25 less transport
cost Rs. 2, resulting in a fair value measurement of Rs. 23.
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