1:22 pm

April 6, 2013

hgx27 said

When I calculate the amount of interest to be paid out on the amount I deposited for the period of time it was in the account, I do not get the same amount that was paid out on March 8th. The only way I get the same amount is if I exclude weekends and holidays....

There was a change of interest rate on January 24. Regular interest went from 1% to 1.1%. So, bonus interest dropped from 2% to 1.9%.

I get closer to the amount paid when I use 2% for Nov. 1, 2017 to Jan. 23, 2018 and 1.9% for Jan. 24 to Feb. 28. I used the effective date of the transactions from the monthly statements and not the posting date from the online banking web site.

With that, the amount of promotional interest Simplii paid is a bit higher than my calculations.

Double checked the dates and amounts. Can't account for the extra bit of promotional interest Simplii paid me.

6:24 am

June 15, 2016

Yeah the 1 % to 1.1 % and 2 % down to 1.9 % screwed up the simple calculations.

I had $ 0 in the account when I transferred the money to Simplii.

I was simply going to add up the regular interest ( 1 % ) they paid me at the end of each month and then double it ( 2 % ) to verify the bonus lump sum interest.

But now its 1 % + 2 % for few days and 1.1 % + 1.9 % for remaining days.

6:28 pm

April 6, 2013

I think that's what Simplii did to calculate the Promotional Interest paid:

- 3% per annum for 120 days on the average of the daily closing balances minus the October 31 closing balance B
_{0}. - Subtract the total regular interest paid already on Nov. 30, Dec. 31, Jan. 31, and Feb. 28.
- Add back 0.33878567% of B
_{0}, the part of the regular interest already paid that is from the existing money.

For me, that works out to within 4ยข of the bonus interest Simplii paid.

But, that is a bit high. The calculation doesn't take into account the one day of regular 1.1% interest on the new money (for Feb. 28) that will be paid at end of March.

For any new money still there on Feb. 28, the return for that day would be 3% + 1.1% = 4.1%, unless the regular interest paid at the end of March is adjusted.

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