What this lesson is about
$100 feels too small to matter. The math on what it can actually become over decades says otherwise, especially once you make it a habit rather than a one-time move.
Part 1 of 2
Investing, $100, might, seem, too, small, to, worry, about,, but, think, again., Using, the, formula, FV, =, P(1, +, r)^n,, that, $100, can, grow, to, about, $761, after, 30, years, at, a, 7%, average, annual, return., That's, more, than, 7, times, what, you, started, with,, and, you, don't, need, to, add, another, dime., Plus,, fractional, shares, mean, that, $100, isn't, stuck, by, the, price, of, a, full, share., You, can, put, it, in, a, broad, index, fund,, spread, it, across, a, few, investments,, or, buy, part, of, an, expensive, stock.
The, real, magic, happens, when, you, make, investing, $100, a, habit, rather, than, a, one-off, event., If, you, invest, $100, today, and, keep, adding, $100, every, month, for, 30, years,, you'll, end, up, with, a, much, bigger, total, than, just, the, initial, $100., It's, not, about, any, single, contribution, being, large;, it's, about, how, consistent, contributions, grow, together, over, time.
Quick check
Using FV = P(1 + r)^n, roughly what does $100 invested once and left untouched grow to after 30 years at a 7% average annual return?
$100 × (1.07)^30 is approximately $761 - more than 7 times the original amount, entirely from compounding, without adding another dollar.
Part 2 of 2
Quick check
Why does a small starting amount, like $100, still matter even though it seems too small to "do anything"?
A small first investment does double duty: it starts compounding immediately, and it builds the real habit and comfort that makes larger, more consistent investing much easier to sustain going forward.
Test what you just learned. Correct moves you up, wrong moves you down - reach 100 to master this lesson.