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Posted

Actually the second plan is slightly better. If you save 100 you will get 100*(1+0.088)= 108.8 according to the first alternative and 100*(1+0.0855/4)^4= 108.8281 in the quarterly plan assuming that you will save the interest at the end of each quarter.

Posted

It's not as simple as that. Is the 8.55% guaranteed for 1 year ? Probably not. Probably it is subject to change every quarter. So after this Q you might get only 8% (for example_ which will affect the 1 year equivalent rate a lot. On the other hand, rates might go up !

Also, with quartely interrest you have the option to switch currencies if that's what you want.

What curency is this ? NZD ? Rates may be on their way down.....

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