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http://en.wikipedia.org/wiki/Time_value_of_money Imagine we enter an agreement - you'll lend me $100 for a year, and I'll pay you $10 after a year. The banks will pay you $5 to borrow your $100, so you think this is a good deal. After a year, I pay you back the $100, but I don't have my $10 for interest. I'll pay you back as soon as I can, I swear, seeing myself to the exit. Five years later, true to my word, I give you the $10. So you get your money eventually - is this a good deal? Well, no, of course not. It may be better than the
bank still, but it's not as good as the deal initially made it appear. You could have taken my $10, given it to a bank for the next five years and - assuming you didn't reinvest interest payments out of a noble desire to make math easier for yours truly - made $0.50 each year, for a total of $2.50. What's more, I could have done that, effectively reducing my debt to you by 25%. Of course, this isn't on that scale, but that is the risk of delayed payment. |