Competing
for business through pricing is
a common feature in any trade. Business
units of banks often experience
losing business opportunities due
to price competition from other
banks. This often leads to accusations
being levelled against the competitor
for undermining the trade through
unprofessional and unsustainable
conduct. Sometimes the bank losing
business, resorts to counteract
such threats aggravating the situation
further.
There
is no argument that a customer is
entitled to receive a competitive
price (interest or fee) for his
transaction from any bank. The question
one should ask though is whether
banks that compete for business
‘at any cost’ are aware
that their actions, in the long
run, do not really receive the dividends
expected and thereby become detrimental
to the interests of their many stakeholders
of whom the customer is just one.
Profitability of a bank is not a
matter of immediate concern to a
customer who deals with it. However,
it is a matter of high interest
to people who deal in that bank’s
stock, i.e. Financial Analysts and
Portfolio Managers alike. Low profitability
also affects a bank’s ability
to attract new capital, raise low
cost debt or successfully meet balance
sheet and credit risks that are
inherent in the business. Also,
the bank would no longer be able
to attract high quality staff for
employment and keep pace with investments
needed to grow for the future. For
these reasons, banks now are no
longer assessed on balance sheet
growth alone. Instead, returns on
capital and assets employed in the
business, have now become key performance
indicators for banks, word-wide.
Over the years, banks in Sri Lanka
too are coming under increasing
pressure to adopt such profitability
measurement standards as key business
objectives and to perform in these
indicators better than their competitors
in the market.
Business
competition between banks in the
local market mainly pivots on interest
charged and paid. That is, interest
paid for deposits and interest charged
for credit facilities offered by
the bank. This is so particularly
in Corporate business segment where,
relationships are established mainly
on agreement reached on rates charged
for credit facilities offered by
the bank. Fees and commissions,
though equally important, are given
lesser prominence and is generally
relegated to the back stage of negotiations.
For this reason, banks are increasingly
in the habit of using low interest
rates as a major weapon to win business
deals, sometimes on the mistaken
belief that they could ‘make
money’ on such deals by ‘other’
means.
This
article attempts to analyze in simple
terms, the accuracy of that belief
and how banks could in fact use
pricing as a business tool, not
only to win business but also to
maintain market leadership in profitability
and balance sheet health. In order
to appreciate issues in a ‘real
life’ environment, published
data from 04 local commercial banks
are used throughout in this article.
Interest
income and interest cost are the
two largest segments in a bank’s
revenue accounts and therefore the
matrix of its ultimate profitability.
An increase in the net interest
income is possible through increasing
interest income and reducing cost.
However achieving this feat is not
that simple because banks are not
doing business in isolation and
therefore do not enjoy the ability
to apply prices at will. The business
of banking is a very competitive
game, typically in a market like
Sri Lanka, which has an arguably
over-banked situation. So how could
banks make their cost of borrowing
low and increase the returns on
lending? The answer is not that
simple.
There
is a running debate in banks as
to which business segment in the
bank has the dominant effect on
its profitability. A clear answer
to this question may never be found
but perhaps, one could find that
from time to time, due to special
circumstances the ‘flagship’
status could alternate between deposit
or lending or even in fee and commission
business. This therefore does not
give a ‘right’ to any
business unit to dictate their pricing
independently or at the expense
of another business. As a result,
a lending unit cannot reduce rates
and expect the borrowing units to
supply funds cheaper or a borrowing
unit cannot pay high rates for deposits
and expect the lending units to
charge higher for loans. Each unit
should get rewarded at going market
rates for products they deal in.
A bank has several borrowing options
at its disposal. Most common among
them are the retail deposits from
customers. Then, there are large
ticket corporate borrowings and
borrowings from ‘money market’
sources. In addition, some banks
resort to enhancing their fund bases
through special deposit schemes
and long term subordinated debt
issues. Therefore the cost of funds
of the bank, at a given moment would
be the aggregate cost of all these
deposits or the cost of that bank’s
‘deposit mix’.
A
bank would naturally prefer to have
the lowest cost deposits in high
proportion in their deposit mix.
Therefore, comparing the interest
rate only, the order of preference
would obviously read as Demand (Current
account) deposits followed by Savings
and Time (Fixed) deposits. Inter-bank
deposits and subordinated debt issues
are costly funds and are usually
sought by banks for different reasons.
Although one prefers to have more
‘low cost’ deposits,
there could be a significant hidden
cost to attracting these deposits
making them costlier that they appear
to be.
Depositors
at banks, always expect the best
interest rates and have no desire
to part with funds at low interest
rates. In a deposit taking exercise,
what really happens is that the
customer buys a ‘cash management’
solution offered by the bank that
suits his actual or (perhaps) perceived
investment plan. These solutions
come by way of a set of well structured
and time tested deposit products
sold by banks. Products such as
current accounts and personal savings
are very commonly sought cash management
products in an inventory of a bank.
In order to provide these solutions
and attract customers in large numbers,
banks itself have to undertake certain
investments at substantial cost.
The following table (Table A) illustrates
a list of customer needs and cash
management solutions generally offered
by banks, their attractions, costs
and benefits to each party concerned.
•
Collect and transfer funds
• Draw on balance and
deposit at will. •
Ability to draw out funds.
• Low transaction fees.
• Acceptability by others
|
•
Large branch network. •
Speedier and cheaper clearing
arrangements. • Ability
to operate via electronic channels.
• Acceptability by others
|
Current
account |
Not
expected |
Relatively
high |
•
Deposit funds as and when required.
• Ability to withdraw
in case of need through any
branch. • Good interest
rate. • Incentives
for crediting regularly.
|
•
Large branch network •
Ability to withdraw using ATMs
and branches. • Rates
in line with market. •
Conditional withdrawals with
no penalty (04 times a month)
|
Savings
account |
Expected
but not very high |
Relatively
high |
•
Deposit large funds, essentially
for short periods. •
Ability to sweep into active
accounts to meet claims.
• Should be able to use
as an idle fund investment tool.
|
•
Flexible sweeping facilities
with other accounts. •
Balance advice through electronic
links. • Deposits
and withdrawals by block amounts.
|
Call
deposits |
Expected
but not very high. |
Relatively
low |
•
Ability to deposit medium to
large amounts at fine rates.
• Ability to protect against
falling interest rates.
• Ability to obtain financing
against balances.
|
•
Fine rates • Facilities
against balances at attractive
rates • Higher rates
for higher amounts
|
Term
(fixed) deposits |
Very
High |
Relatively
low |
•
Longer term • Attractive
Fixed or variable rates.
• Trading facilities.
|
•
Longer tenors. • Attractive
fixed rate or variable benchmarked
to gilt edge. • Exchange
traded
|
Subordinated
debt (Debentures) |
Very
high |
Relatively
high |
In
essence, one could trace that various
deposit products on offer today
have originally evolved as cash
management solutions offered by
banks to their customers over a
period of time and proven successful.
They are therefore time tested and
have come to stay as mainstream
banking products of universal acceptance.
Interest paid for the deposit is
an important part of that solution.
A lower rate could make a customer
move away to a competitor unless
there is a trade off between the
rate and some benefit in the product
that the other could not match.
Due to this reason, it is observed
that there is a general similarity
in interest rates paid for each
type of deposit product across the
market.
A
closer look at 04 commercial banks
actual deposit mixes (Table B) reveal
that no two banks have an identical
fund composition, although there
may be some similarity in the distribution
of deposits among the different
products. It is also interesting
to note that although some banks
are benefited by having a large
percentage in low cost funds, as
far as the aggregate cost is concerned,
there is only marginal difference
between one another.
| Demand
(amount - cost) |
6777
- 0.00% |
7885
- 0.00% |
3501
- 0.00% |
1124
- 0.00% |
| Savings
|
21329
- 4.50% |
36445
- 4.25% |
17477
- 4.25% |
241
- 6.00% |
| Time
/ CDs |
20672
- 6.00% |
29337
- 7.00% |
12419
- 6.25% |
2413
- 7.25% |
| Other
borrowings |
0 |
3188
- 7.5% |
364
- 7.5% |
1071
- 7.5% |
| Total
Liabilities |
48778
-4.51% |
76855
- 5.00% |
33761
- 4.57% |
4849
- 5.55% |
• Bank A and B are commercial
banks with branch networks in excess
of 100 branches and Bank C has a
30 branch network.
• Bank D is also a local commercial
bank that commenced operations recently
and having a 10 branch network.
• Balances are at end 2004
balance sheet and rates given were
those published by the Central Bank.
• A uniform rate has been
assumed for other borrowings (7.5%),
for simplicity, although funds may
actually have been borrowed at slightly
different rates over the period.
The cost of funds raised by a bank
using various products therefore
is the aggregate cost of all such
products. Some banks have an ability
to canvass low cost funds more easily
than others due to certain advantages
they have in providing solutions
for customer needs. Therefore, even
if there is a similarity in interest
rates of each product, the aggregate
cost of funds of banks could vary
between one another due to concentration
of deposits in different products
within banks. Any advantage a bank
has in low cost funds should essentially
contribute to its profit either
directly or by leveraging through
other business deals. This is because
the actual cost of these funds should
also include the opportunity cost
of any infrastructure investments
made and a premium for liquidity
and maturity mismatch risks carried.
Instead, some banks appear to use
these funds at their historic cost
to capture business volumes (and
therefore increase risks) which
is contrary to the basic “risk
– return” matrix of
the trade.
Pricing of Loan Assets is much more
complicated than pricing deposit
products. This is because in granting
a loan, the bank assumes certain
risks that were not relevant to
it when accepting deposits. These
risks range from credit risk on
the borrower to liquidity and re-pricing
risks attached to funding of the
loan. Then, there is a need to recover
costs associated with running the
business and depreciating the investments
made.
In
a way, pricing a loan is somewhat
similar to pricing a product for
sale. First, there is the input
cost of materials (funds) and the
cost of production (overheads),
which are definite costs. Thereafter
a profit margin for the business,
in line with investments made and
risks taken (return on equity and
risk premium) has to be added on.
Failure to include any of these
throughputs would make the product
cheaper (and therefore easier to
sell), but unprofitable to the business
in the longer run.
Let us examine in brief, the impact
of each of these items in pricing
a loan.
Although we found the aggregate
cost of the analyzed 04 banks deposits,
one should take care in deciding
what the Cost of Funds (COF) that
should be applied to a loan to be
given. This is because to have a
perfect match, the amount and the
tenor of funds raised need to be
identical to the loan granted. Otherwise,
the funds earmarked either have
to be replaced or re-priced independent
of the loan. This in turn would
expose the bank to interest rate
and liquidity risks. It is rather
impossible for a bank to find an
exact match between their loans
and covering funds at all times
and therefore matching of funds
has to be done on an aggregate basis
using convenient time ‘buckets’
(bands). This task is usually performed
using specialized software programs
available in the market.
Once the availability of funds for
various time periods and their costs
are determined, a few more issues
need attention.
A bank needs to carefully assess
its future funding requirements
well in advance, preferably during
the annual budgeting process. This
would enable it to plan any liquidity
needs of the future through the
most cost effective method. This
is a key responsibility of the banks
Asset and Liability Management Committee,
the Treasury and the Liability Units.
Determination of future funding
needs should also take into account
the effects of available liquidity
positions and blend it with the
projected funding to fill the gap
to meet the projected loan disbursements.
This is the bank’s Funding
Plan.
Once the funding plan is in place
there are three options available
to the bank to price the funding
cost of any loan. First, it could
use the cost of existing deposits,
provided they are sufficient to
meet the anticipated demand entirely.
Second option would be to ‘blend’
any available funds with new funds,
in the event the former is not adequate
to meet the outflows in full. The
cost of new funds would be at the
going market rates. The last option
is to cost the entire lending at
going market rates, irrespective
of whether market funds are used
in part or in full.
Funds
available to the bank from deposits
raised during an earlier period
are ‘historic cost’
funds and their cost may differ
from the current market rates. The
reason why these funds are now available
is because either the bank carried
them without having had a matching
need or alternatively the projects
they were used to fund would have
matured by now. In other words,
the bank has carried a maturity
mismatch in these funds.
Maturity
mismatches carry large but invisible
risks (and opportunities) and therefore
need to be managed appropriately.
This
observation brings into light some
lessons in using historic costs
in pricing bank products, be it
loans or deposits.
i.
A borrowing customer will accept
funds at their historic cost only
if that rate is lower than current
market rates. Therefore, collecting
retail funds to meet future disbursements
has an interest rate risk, although
they provide liquidity comfort to
the bank.
ii. Invariably, this risk has to
be borne by the bank alone. However
it stands to get rewarded if it
is cheaper than market funds through
retail deposits.
iii. Therefore pricing a loan at
historic cost amounts to giving
away this benefit to the customer
and it will be extremely unwise
to do so from a logical point of
view.
Therefore a bank’s cost of
funds for pricing a loan has to
reflect the applicable “market’
rate for the loan tenor even if
the actual cost of funds are cheaper.
Passing on any low cost fund benefit
amounts to giving away the reward
due to the bank for running mismatch
risks and therefore should be compensated
in some other way through the same
relationship.
Running a banking business is very
costly. The largest cost components
in a bank would be the human resources,
depreciation (mainly on account
of costly investments in technology)
and upkeep of its infrastructure.
Although clear statistics are not
available, it is generally assumed
that the largest cost component
would be associated with the resource
mobilization efforts of the bank,
that is the branch network and support
staff to sell and service deposit
products offered. As mentioned earlier
in this article, banks tend to account
for this cost aspect somewhat through
pricing but it is difficult to have
a 100% recovery of costs through
deposit pricing alone. This is because
the depositor, as the risk taker
in the game, has many other options
(such as other competitors and the
opportunity to invest in guilt edge
securities etc) at his disposal
to resist paying any direct overhead
costs to the bank, when depositing
funds. This leaves the bank with
no other alternative, but to charge
such cost to other products it deals
with, namely loans and fee based
products and services.
.
A bank has to recover its annual
overhead expenditure from business
every year since they are of recurrent
nature. Costs can be directly passed
on only to turnover based businesses
such as loans, letters of credit,
remittances and guarantees. They
cannot be charged from foreign exchange
contracts or inter- bank operations
as they operate in a separate market.
A bank can possibly adopt two methods
to recover costs through products.
Under this scenario the bank assumes
a certain turnover in related businesses.
Thereafter the estimated annual
recurrent cost is spread over the
turnover to arrive at a ‘cost
per transaction’ number. This
calculation is usually done in approximation
and therefore needs no specialization.
The cost so arrived should thereafter
be recovered from the turnover of
transactions referred to above.
Recovery of costs is an important
component in pricing since these
are actual costs and any failure
would immediately affect the bottom
line of the bank. If one is to consider
these figures for the banks under
scrutiny, the transaction cost of
each bank would be as follows.
| Loans and advances
(LKR Mil) |
62976 |
72908 |
33648 |
7838 |
| Contingencies
(LC & Guarantees) |
61626 |
86967 |
37629 |
15834 |
| Remittances (inward
& outward) |
12000 |
16000 |
9000 |
3000 |
| Total annual turnover |
136,602 |
175,875 |
80,277 |
26,672 |
| Total Overhead
Costs |
3262 |
4957 |
2092 |
404 |
| OH cost per ‘Transaction’ |
2.39% |
2.82% |
2.61% |
1.51% |
a. average balance have been extracted
from annual reports of 2003
b. Contingencies are assumed to
turnover 03 times per year.
c. Overheads costs do not include
provisions, write backs or exceptional
items.
d. Remittances figure is an approximation,
used only to complete the product
‘base.
It
is evident from this data that banks
with a large branch network (A,
B and C) have a relatively higher
cost base than a small bank like
Bank D. Although banks A, B and
D have lower cost funds than Bank
C (Table B), if the majority of
overhead costs of these banks are
counted as deposit mobilization
related, their overall Cost of Deposits
would exceed that of Bank D.
The cost allocation given in (i)
above assumes that the costs are
equally incurred in sourcing funds
and servicing each product given.
However in reality, it is not so.
Therefore a bank may decide to charge
different cost components to different
products. While this determination
is complicated, if correctly applied
it will give the management a clear
picture on the cost attached to
each asset and liability product
handled, an information that could
be leveraged into competitive product
pricing.
Capital employed in the business
is the shareholders’ contribution
(investment) to the business. This
includes the share capital and any
surplus profits (reserves) left
over in the business. The cost of
capital employed in the business
is the shareholders’ expected
return on his total investment in
the business. A shareholder investing
in a bank will expect a reasonable
return from his investment as the
business of banking has significant
risks. The shareholder return can
therefore be benchmarked to a premium
over the risk free rate, which is
the average Treasury Bill rate for
the year. It is generally assumed
that banking business should provide
at least a 5% margin over the risk
free rate to justify the risks taken
in the business. The return on shareholders’
funds (return on equity or ROE)
is determined by dividing the banks
profit after tax (PAT) by the total
shareholder funds (Equity).
Capital adequacy is the minimum
regulatory requirement of capital
a bank should have in relation to
its risk weighted assets (loans,
advances and commitments). This
requirement was originally proposed
by the Basle Committee of the International
Bank for Settlement as a means of
ensuring shareholder participation
in the business risk. The current
minimum capital requirement has
been set as 10% of the total risk
weighted assets. This means that
as far as regular commercial loans
are concerned, the bank should have
at least 10% of capital as a part
of the loan, the balance being,
borrowed funds (debt). While the
capital adequacy requirement sets
the minimum capital level a bank
should have, in reality, banks do
have capital in excess of this requirement
since capital is required for future
business expansion and other investments
planned. For this purpose banks
usually retain a large part of their
annual profits without distributing
them to the shareholders in entirety
and retained profits have thus become
the largest single source of liquidity
for most banks.
Although having shareholder funds
retained in the business offers
comfort to other stakeholders, as
a measure of investors’ commitment
to the business, it also puts additional
pressure on the management of the
bank to increase revenue disproportionately.
This is because the shareholders
return in the business is the residue
of the profit, after accounting
for all dues, including corporate
tax on profits. Therefore the shareholder
expectation is a ‘post tax’
item and has to be adjusted upward
to a ‘pre-tax’ position
when charged to a product as the
‘profit margin’. For
example, if a shareholder’s
return (ROE) is decided as 13% (i.e.
Current Treasury Bill rate + 5%)
and if the applicable Corporate
tax rate is 30%, the grossed up
return expected for the shareholder
fund component in the business would
be 18.57%.
Because
of the high cost of capital, it
will be unwise for a bank to have
capital very much in excess of the
regulatory requirement. It is therefore
assumed that on an average, maintaining
12% capital adequacy requirement
is a good measure of health, that
too equally divided into Tier I
(Core capital) and the balance under
Tier II (Hybrid Capital). This is
because hybrid (Tier II) capital
cost is normally priced at a premium
over the market rate benchmarks
and is therefore substantially cheaper
than Tier I. Achieving these capital
ratios cannot be done overnight
and needs careful planning over
a long period. However, as long
as the bank maintains a more than
required (or ideal) capital structure,
that bank’s product pricing
has to take into consideration this
additional cost to ensure that the
expected ROE target is achieved
at the end of the financial calendar.
Table
D below shows the capital structure
of the same banks, its implication
on loan pricing and also the benefit
of having an optimal capital distribution
between Tier I and II.
| Bank A |
13.43 @ 2.49% |
1.4 @ 0.12% |
14.83 @ 1.40% |
0.75% |
| Bank B |
8.06 @ 1.50% |
3.41 @ 0.29% |
11.47 @ 0.82% |
0.48% |
| Bank C |
9.6 @ 1.78% |
1.4 @ 0.12% |
11.00 @ 0.97% |
0.55% |
| Bank D |
9.35 @ 1.74% |
1.28 @ 0.11% |
10.63 @ 0.95% |
0.54% |
a.
Cost of Tier I is arrived by calculating
the expected return for the actual
Tier I capital of each business
to receive a 13% ROE under a tax
regime of 30%.
b. Cost of Tier II is arrived by
calculating the expected return
for the actual Tier II capital of
each business, the cost of which
is assumed at a rate of 8.5% (no
tax adjustment).
c. Ideal cost of capital is assumed
for a situation where the bank reduces
the Tier I capital to be 50% of
their actual present total capital
adequacy.
Some
of the conclusions that can be drawn
into by studying the capital structures
of banks given in Table E are as
follows.
i.
Bank A has a very high core capital
base which allows it to venture
into new investments or grow the
balance sheet immediately. While
reduction in the core capital through
investments would improve the capital
mix, business growth would reduce
the overhead cost in pricing and
attract more business leading into
ultimate revenue growth. However
since it has an overall ‘excess’
capital structure than statutorily
required, it needs to recover a
larger capital cost through pricing,
than others.
ii.
Banks B and C are reasonably above
the capital requirement, but if
they are to maintain capital adequacy
at same level, they would have to
raise supplementary capital (Tier
II). By doing so they can move into
an ideal capital blend and thereby
reduce the capital cost in business
and improve pricing further, more
easily. However immediate business
expansion is not possible unless
new capital (Tier II) is infused.
iii.
Bank D has a bare minimum capital
in total. Its Core capital exceeds
90% of its capital base. Business
expansion is absolutely not possible
unless more capital is infused.
Capital base increase can come by
way of Tier II.
Risk premium attached to a lending
operation is the reward expected
by the lender on the credit risk
of the borrower. It is rather theoretical
because the risk is assessed by
benchmarking the lender against
a set of pre-defined parameters
reflecting sound credit qualities
of a business. The rationale being
that, businesses that are further
away from such qualities have a
higher default probability than
others who are in line with them.
Although banks have their own risk
assessment capabilities, there is
increased tendency towards adopting
international risk ratings to lending
operations.
Once
you are aware what inputs need to
be considered to price a product
or service, the cost of these inputs
have to be lined up in a logical
manner. For example, if the product
is a loan the appropriate cost of
debt and capital need to be found
in accordance with the capital adequacy
requirements. These workings are
usually performed using ‘pricing
models’ by banks. While the
same approach is needed to price
other ‘credit’ products,
such as Letters of Credit or Guarantees,
their pricing would not vary at
individual transaction level, as
they do for loans.
A
pricing model is nothing but an
assembly line to put in appropriate
inputs to price a product for sale.
In the case of a loan pricing model,
it will give attention to following
input components to decide the optimum
rate that should be charged from
the loan.
| Cost
of Debt (or cost of funds) |
-
|
the
cost of borrowed funds used
for lending. |
| Cost of Capital
(or ROE) |
-
|
The return expected
for actual capital used for
the loan. |
| Overhead costs
|
- |
Recovery of costs
incurred in running the business. |
| Risk premium |
- |
Expected return
for the risk taken |
Adopting
a Pricing Model based approach to
lending has distinct advantages
to a bank.
i. It cultivates pricing discipline
within the organization and if strictly
followed, ensures that business
done brings in required the ROE
and recover overhead costs.
ii. It can be used to quantify the
loss in a business when discounts
are given, awareness of which can
focus the bank’s attention
to recover them, through other business.
iii. It will make the bank aware
which factors affect their pricing
in a negative manner so that corrective
action can be contemplated, wherever
possible.
iv. It allows a bank to work towards
offering better prices through successfully
managing the ‘pricing inputs’
and not purely as a reaction to
competition.
If
one were to apply various components
of a loan pricing formula (model)
that were relative to the banks
under discussion, the price of a
loan for a similar risk category
and tenor, using their own funds,
would be follows.
| Cost of funds
(as per Table B) |
4.51 |
5.00 |
4.57 |
5.55 |
| Capital Cost (actual
capital - Table E) 13% ROE |
1.40 |
0.82 |
0.97 |
0.95 |
| Risk premium (Assume
as same for all) |
0.50 |
0.50 |
0.50 |
0.50 |
| Overhead costs
(Table D) |
2.39 |
2.82 |
2.61 |
1.51 |
| Loan rate as per
pricing model |
8.80% |
9.14% |
8.65% |
8.51% |
Above illustration provides an observer
with some important points, not
only in loan pricing but also on
the overall business health of banks
concerned. If the banks are listed
in “best price” order,
they would look as follows:-
Bank’s cost of funds are higher
since it has to attract high end
deposits due to lack of a branch
network. However there is a trade-off
between high cost deposits and low
overheads. Capital cost is lower
because capital used barely meets
the regulatory standard. Even though
pricing is better it needs capital
infusion urgently to accommodate
more business.
Good cost of funds mix. However
overheads are almost similar to
the larger two banks although having
half of their number of branches.
Capital structure restricts high
business growth and investments
unless Tier II capital is infused
to replace core capital used for
loan expansion and investments.
Large branch network has helped
to reduce cost of funds but is partially
offset by high overhead costs. Large
core capital base allows business
growth as well as investments in
other business and technology to
improve profitability. Increased
business growth could reduce overheads
and improve overall loan pricing
as well. No new capital infusion
is necessary (Tier I or II) to grow.
It has not been able to transform
the network advantage to lower funds
cost. High cost of funds and overhead
costs make pricing costly. It may
not be able to go for new investments
due to limited availability of Tier
I capital. Some business expansion
is possible but to maintain the
present capital adequacy, level
Tier II funds need to be infused.
Banks in general are reluctant to
admit that they do not look at loan
pricing in the aforementioned manner.
Some argue that pricing is strictly
relationship driven and that they
‘know’ what to charge
from whom, while some others maintain
that if business is done at low
rates they ensure being rewarded
through ancillary business from
the relationships. Whilst some of
these arguments are valid reasons
to price loans purposely low, at
the end of the day, one should get
compensated sufficiently through
other income.
Two
simple tests can be done to ascertain
whether this position is a fact
or fiction.
If a bank conducts its lending operations
based on a pricing discipline, the
bank should end up recording a ROE
equivalent to that it planned for
in pricing. Any concessions given
in view of ancillary business expectations
too should finally contribute to
the bottom line of the business,
in lieu of interest income. Therefore
under either scenario the bank should
record a ROE at least equivalent
to that included in our pricing
model illustration (i.e. 13%, which
is 5% over the 2003 average 01 year
Treasury bill rate).
The 04 banks’ ROE figures
adjusted for exceptional Treasury
gains in 2003 (so that they reflect
return on ordinary banking activities)
are as follows:-
| Bank A |
Bank B |
Bank C |
Bank D |
| 11.34% |
2.08% |
14.84% |
12.38% |
|