mtbc: maze I (white-red)
[personal profile] mtbc
I was thinking how tricky interest rate calculations might be for institutions. One typically wants to quote an annual percentage but give interest more often than that. In terms of how the payments add up to the annual total, we certainly don't want that sum to be less than the quoted percentage but we would also rather it be as low as possible. Yet, when we pay interest, it's not like we pay exactly a twelfth root or whatever, or probably even calculate roots as precisely as we could, and we somehow round each payment to probably just a couple of places depending on the currency we're using. Further, absent withdrawals, the interest payments increase steadily due to compounding. In practice, I wonder how institutions deal with such payment calculations where each is rounded yet what matters is the sum of the payments.

Date: 2024-11-22 01:13 am (UTC)
armiphlage: Ukraine (Default)
From: [personal profile] armiphlage
In Canada, it's mandatory that all interest rates be presented as an annual rate. So, "12% per annum, compounded monthly on the first of the month".

https://www.canada.ca/en/financial-consumer-agency/services/industry/commissioner-decisions/decision-55719-512Q304.html

Date: 2024-11-23 03:13 am (UTC)
armiphlage: Ukraine (Default)
From: [personal profile] armiphlage
It's stored as floating point; they round to two decimal places when displaying on a screen, or when transferring between accounts or businesses. When paying out as cash, it is rounded to the nearest 5 cents:

https://www.canada.ca/en/revenue-agency/programs/about-canada-revenue-agency-cra/phasing-penny.html

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