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Description
and Examples of the Annual Percentage Rate of Charge (APR)
1.
Description
The APR is
a more accurate measure of cost of credit than the nominal commission or
profit rate charged because it takes into consideration the amortization
of the loan or invested amount balance through periodic payments, as
well as all other obligatory costs paid by the borrowers.
In
specific, APR should reflect on an annualized basis the total borrowing
costs over the life of a credit as a percentage of the total financing
or borrowing amount. The calculation is based on the same basis or
formula as the present value of an annuity of equal payments. From this
formula, an APR calculation is performed.
For the calculation of the APR, the Total borrowing costs
should include all costs paid by the borrower exclusive of non
obligatory costs such as penalties and other costs that may be incurred
due to non compliance with the terms and conditions or other commitments
under the Consumer Credit agreement.
Total borrowing costs will include the total commissions or
profits paid by the borrower over the life of the credit, any other
obligatory costs or fees paid by the borrower under the terms and
condition of the credit such as management or processing costs.
2. The following examples
illustrates the APR calculations for a Consumer Loan. All amounts in
Saudi Riyals.
Example # 1
·
Amount
borrowed : 61,000
·
Annual
payments : 18,520
2.1 Obligatory costs under the
terms and conditions of the consumer credit agreement.
·
Management fees
or processing fees
: 1000
2.2 Non
obligatory Costs:
·
Delayed payment
fees : 100
·
Early payment or
pre-settlement fees : 2 months commission
2.3 Other
Assumptions
·
Loan
drawdown : Full
·
Obligatory
costs : Paid at the time of drawdown
·
Non obligatory
costs : Paid at the time of occurance
·
Pay back
period : 4 years
·
Period of APR
calculation : 4 years
·
Payments made
: End of each Year
·
Management fees
or : Paid at the time of the
processing
fees disbursement of the loan
2.4 APR1
2.5 Total Net
Credit : 60,000 (61000 –
1000)
2.6 The
equation becomes
Giving X= 9.00000%.i.e. an APR of 9.0%
Example # 2
All data and terms and
conditions as in example # I with the exception of the following;
·
Principal
Amount : 60,000
·
The repayment of
the loans is at a rate of SR. 1493.1 per month
·
An obligatory
management and processing cost of SR. 600 paid at the time of
disbursement of the loan.
The
equation becomes:
or:
Giving
X= 9.954%, i.e. an APR of 9.954%
________________________________
1 Must be
calculated to 3 decimal places.
Note: The difference in the APR in
the above examples is due to the following;
·
The underlying
difference in the present value of SR. 18,520 at the end of the year and
the present value of monthly payments of SR. 1493.1.
·
The difference
in the obligatory management and processing cost paid at the time of the
disbursement of the loans.
·
The difference
in the borrowed amounts. |