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Appendix A
Using Present Value Techniques to
Measure Value in Use
This appendix is an integral part of
the Standard. It provides guidance on the use of present
value techniques in measuring value in use. Although the
guidance uses the term ‘asset’, it equally applies to a
group of assets forming a cash-generating unit.
The Components of a Present Value
Measurement
A1. The following elements together
capture the economic differences between assets:
(a) an estimate of the future cash
flow, or in more complex cases, series of future cash
flows the entity expects to derive from the asset;
(b) expectations about possible
variations in the amount or timing of those cash flows;
(c) the time value of money,
represented by the current market riskfree rate of
interest;
(d) the price for bearing the
uncertainty inherent in the asset; and
(e) other, sometimes
unidentifiable, factors (such as illiquidity) that
market participants would reflect in pricing the future
cash flows the entity expects to derive from the asset.
A2. This appendix contrasts two
approaches to computing present value, either of which may
be used to estimate the value in use of an asset, depending
on the circumstances. Under the ‘traditional’ approach,
adjustments for factors (b)-(e) described in paragraph A1
are embedded in the discount rate. Under the ‘expected cash
flow’ approach, factors (b), (d) and (e) cause adjustments
in arriving at risk-adjusted expected cash flows. Whichever
approach an entity adopts to reflect expectations about
possible variations in the amount or timing of future cash
flows, the result should be to reflect the expected present
value of the future cash flows, ie the weighted average of
all possible outcomes.
General Principles
A3. The techniques used to estimate
future cash flows and interest rates will vary from one
situation to another depending on the circumstances
surrounding the asset in question. However, the following
general principles govern any application of present value
techniques in measuring assets:
(a) interest rates used to
discount cash flows should reflect assumptions that are
consistent with those inherent in the estimated cash
flows. Otherwise, the effect of some assumptions will be
double-counted or ignored. For example, a discount rate
of 12 per cent might be applied to contractual cash
flows of a loan receivable. That rate reflects
expectations about future defaults from loans with
particular characteristics. That same 12 per cent rate
should not be used to discount expected cash flows
because those cash flows already reflect assumptions
about future defaults.
(b) estimated cash flows and
discount rates should be free from both bias and factors
unrelated to the asset in question. For example,
deliberately understating estimated net cash flows to
enhance the apparent future profitability of an asset
introduces a bias into the measurement.
(c) estimated cash flows or
discount rates should reflect the range of possible
outcomes rather than a single most likely, minimum or
maximum possible amount.
Traditional and Expected Cash Flow
Approaches to Present Value
Traditional Approach
A4. Accounting applications of present
value have traditionally used a single set of estimated cash
flows and a single discount rate, often described as ‘the
rate commensurate with the risk’. In effect, the traditional
approach assumes that a single discount rate convention can
incorporate all the expectations about the future cash flows
and the appropriate risk premium. Therefore, the traditional
approach places most of the emphasis on selection of the
discount rate.
A5. In some circumstances, such as
those in which comparable assets can be observed in the
marketplace, a traditional approach is relatively easy to
apply. For assets with contractual cash flows, it is
consistent with the manner in which marketplace participants
describe assets, as in ‘a 12 per cent bond’.
A6. However, the traditional approach
may not appropriately address some complex measurement
problems, such as the measurement of nonfinancial assets for
which no market for the item or a comparable item exists. A
proper search for ‘the rate commensurate with the risk’
requires analysis of at least two items — an asset that
exists in the marketplace and has an observed interest rate
and the asset being measured. The appropriate discount rate
for the cash flows being measured must be inferred from the
observable rate of interest in that other asset. To draw
that inference, the characteristics of the other asset’s
cash flows must be similar to those of the asset being
measured. Therefore, the measurer must do the following:
(a) identify the set of cash flows
that will be discounted;
(b) identify another asset in the
marketplace that appears to have similar cash flow
characteristics;
(c) compare the cash flow sets
from the two items to ensure that they are similar (for
example, are both sets contractual cash flows, or is one
contractual and the other an estimated cash flow?);
(d) evaluate whether there is an
element in one item that is not present in the other (for
example, is one less liquid than the other?); and
(e) evaluate whether both sets of
cash flows are likely to behave (ie vary) in a similar
fashion in changing economic
conditions.
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