Further to our discussion in class last week, and in preparation for discussing reparations this week, here is the old post on simple versus compound interest:
On the difference between compound and simple interest, here is a link to a spreadsheet that illustrates the power of compound interest. It includes the formulas you can use to calculate straight-forward compound interest.
Important to note is that an investment of $15,000 in an account earning compound interest, calculated and paid monthly, at a rate of 6% per annum, will earn $31,653.07 more in interest over a 20 year period, than an account earning simple interest at the same rate over the same period.
Compound interest is even more powerful when the principal is increasing with each period. So, if you took $2 each week (the amount you might be tempted to spend on lottery tickets), and invested it in an account earning 6% per annum compounded monthly (admittedly impossible to find in the current environment), at the end of 40 years your account (in which you would have only invested $4,160 over the 40 years) would be worth $15,953, or close to four times your investment. Make that $20 instead of $2, and the amounts become more interesting.
You can find a straight compound interest calculator here, and one which includes the addition of monthly contributions to principal here.
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