1. Payment rate %
2. Payment rate diff %
These two adjustments work by reducing the interest rate used when calculating the monthly amount the client should be paying.
Example C1
Loan 50,000 Interest Rate 10%
January 2001 31 days interest = 424.66
Payment = 416.67
If we applied the ‘payment rate %’ (1) to the example B1, we would see the following effect:
Example C2
Loan 50,000 Interest Rate 10%
January 2001 31 days interest = 424.66
Set Payment rate = 7.5%
Payment = 312.50
As we can see from this example the payment has dropped, being based on the lower rate of 7.5%.
We could have set the ‘payment rate %’ to -2.5, which would have had the same effect (e.g. 10 - 2.5 = 7.5). Note: On the printed / file output when an equal sign ‘=’ is shown, this indicates a positive value was entered.
If we applied the ‘payment rate diff %’ (2) to the example B1, we would see the following effect:
Example C3
Loan 50,000 Interest Rate 10%
January 2001 31 days interest = 424.66
Set Payment rate diff = 10% (This is 10% of the 10% = 1% reduction)
Payment = 375.00
Note that using a negative ‘payment rate diff %’ will increase the interest rate % used to calculate the client’s payment. Note: On the printed / file output when an equal sign ‘=’ is shown, this indicates a positive value was entered.
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