Could investing $13,000 be better than investing $70,000? In this case, the answer seems to be yes. In Making Money Made Simple , Noel Whittaker compares two hypothetical investors: Person 1: Invests $ 1,000 a year from age 18-30. Person 2: Invests $ 2,000 a year from age 30-65. You might think that person 2 would be better off, but here's how it goes (in chart form): Person 1 stops investing at 30, but their investment keeps growing. At that point, person 1's yearly growth is more than person 2's yearly contribution. That's why person 2 never catches up. Person 1 ends up about $ 150,000 ahead, despite investing about one-fifth of what the person 2 invested. What if growth isn't so good? These calculations assume 10% growth. What if it isn't that high? Fair point. I've run the numbers at lower rates of growth. At 9%, person 1 is still better off. At 8% it's close, and person 2 comes out slightly ahead. But that's not really the poin...
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