|
Activity-Based Costing
Activity-based costing (ABC) was initially developed for
the manufacturing industry and has become the standard for
performing cost allocations. The techniques it describes are also
useful in allocating non-interest income. Essentially, it
involves allocating costs on some basis defined by resource
consumption.
The key is finding the right basis, or cost driver, to use in allocating
cost. Using personal interviews and Web based surveys, The
Kafafian Group works with departmental managers to determine the
best method for distributing costs. Our process values the unique
insight of bank staff to enhance data. We also perform "full
absorption" costing. Using this technique, all of the
bank's operating expenses are allocated somewhere. Nothing
is hidden in full absorption costing and it is preferable
to
standard costing.
Click here for more on Activity-Based Costing.
|
|
|
Blended Rates
Blended or pool rates use a rolling average of interest rates at a
specific term. They are typically used for non-maturing deposits like
checking and savings with combinations of different terms.
The duration of non-maturing deposits is a subject of debate in the
Asset/Liability Management community because some of these types of
deposit accounts (savings accounts, for example) remain for a very
long time. The key is to use assumptions that managers
agree reflect the character of your institution and the rate at which the
any given account will likely run off.
Also, balance sheet items that need a funds credit or funds charge but have
no terms that can be coterminously transfer priced traditionally get
pool priced. For example, Branch cash typically gets a funds charge at
an overnight rate. Loan balances not on the bank's core processing
system, certain types of leases for example, also frequently receive a
rolling average pool rate based on the average term of the lease.
Different opinions exist concerning so-called Other Assets and Liabilities.
Accruals and prepaid items that typically exist in operational centers are
typically allocated, so having interest income and expense following the balances
tends to add complexity and provide little additional insight.
Some argue in favor of transfer pricing the entire balance sheet so
that all bank operations are financed. Here again, bank
management must agree on what makes sense for their institution.
|
|
|
|
|
Cash Flow
The coterminous method also does not account for products that generate cash
flow. In the case of amortizing loans, like residential mortgages, the
FTP rate must accommodate principal that comes back early. An adjustment
to the FTP term, not unlike a duration calculation, must be made.
Typically, different proportions of the principal are funded at terms
appropriate to the speed at which principal will probably return. It is
easy to take the duration concept too far, however. FTP models that are so
complex that only one person in the institution can understand them are
unlikely to be accepted. Keep it short and simple. A good information
system also provides an audit trail.
In the final analysis, it is important to strike an appropriate balance
between robust techniques and transparency. Keep in mind that from the
perspective of a manager using the reports, a reasonable assumption
consistently applied is better than a precise but unprovable calculation.
|
|
|
|
|
Coterminous
Sometimes referred to as "matched maturity" funds transfer pricing, this
method is the hallmark of FTP and is probably the one least subject to
the variability of assumptions.
The purpose of this type of FTP is to calculate the benefit (or cost) of a
loan or deposit over or under a wholesale opportunity, based on an
appropriate termed wholesale rate. For example, a two-year CD originated today
gets a two year cost of funds. Its benefit to the institution is the
amount below a comparable wholesale borrowing rate the account
(hopefully) provides.
However, calculating the funding cost for an adjustable rate mortgage (ARM)
using the term defined by the origination and maturity dates would not be
appropriate. The treasurer typically funds an ARM from the last interest
rate change until the next one. The term between these interest rate
change dates represents the FTP term. A one-year ARM would get the one
year rate from the day that the interest rate changed last, which might
be the origination date.
|
|
|
Additional Information About FTP
The traditional way of evaluating a lending area is to
consider the institution's cost of funds as determined by its
average interest expense rate. Lenders like this because they
generally view it as a "hard" number. If the branch
network grows progressively less efficient, however, the
lenders' profitability trend worsens without any action on
their part. Also, as we all know, costs of funds can change
rapidly. These changes should not affect the profitability of a
well-priced loan put on the books in different market conditions.
Another issue is the cumulative difference between the
funds charges and funds credits at the institution level. This is
generally called the maturity gap or mismatch. By isolating this
mismatch in a treasury area rather than where the loans and deposits
reside, it becomes easier to evaluate how well the FTP system
represents the interest rate risk the bank has assumed.
It should generally agree with the output of an Asset/Liability
Management application and adds to the credibility of the
reporting.
As a demonstration, consider a hypothetical bank
with two accounts: a five year loan and a two year certificate of
deposit for the same amount, originated on the same day, with the
following wholesale rates available for the institution on that
day:
| Loan Rate: |
6.00 % |
| CD Rate: |
4.00 % |
WHOLESALE RATES
|
| Overnight |
1.13 % |
| One Month |
1.38 % |
| Two Months |
1.49 % |
| Three Months |
1.65 % |
| Six Months |
1.96 % |
| One Year |
2.49 % |
| Two years |
3.27 % |
| Three years |
3.85 % |
| Four years |
4.26 % |
| Five years |
4.59 % |
| Six Years |
4.89 % |
| Seven years |
5.09 % |
| Eight Years |
5.27 % |
| Nine Years |
5.41 % |
| Ten years |
5.51 % |
|
|
The resulting income statement for the bank
(expressed as rates) appears as follows:
| Interest Income |
6.00 % |
| Cost of Funds |
4.59 % |
| Asset Spread |
1.41 % |
| |
| Credit for Funds |
3.27 % |
| Interest Expense |
4.00 % |
| Liability Spread |
(0.73 %) |
| |
| Maturity Gap (Mismatch) |
1.32 % |
| |
| Net Interest Spread |
2.00 % |
|
|
While the rates on these accounts are arbitrary, this example
shows:
- The institution could borrow money from the wholesale market
more favorably than it could raise money through CDs.
- The institution is making almost as much money from assuming
interest rate risk as it does from the lending function itself.
This should be evaluated.
A possible result of the evaluation is that the loan may prepay
and therefore the bank may not be taking on as much risk as this
analysis suggests. Also, the deposits may be checking accounts and
have indeterminate maturity characteristics. Different FTP methods
have arisen to accommodate these issues. |
|
|
|
<< Start < Previous 1 2 3 4 5 6 7 Next > End >>
|
| Results 41 - 50 of 62 |