Your Goal
Your Plan
You need to save
for 120 months at 7.0% annual return
Your balance grows to
over 20 years at 7.0% annual return
See exactly what your money will become — and exactly what it takes to get there.
Your Goal
Your Plan
You need to save
for 120 months at 7.0% annual return
Your balance grows to
over 20 years at 7.0% annual return
Estimates assume a constant monthly return compounded over time. For planning purposes only — not financial advice.
Every dollar you save does two jobs: it adds to your balance, and it earns a return that itself starts earning a return. That second effect — interest earning interest — is compounding, and it's the reason a plan started at 25 needs a much smaller monthly contribution than the same goal started at 40. The math doesn't care how the money got there; it only cares how long it's had to compound.
A savings target is really three variables in tension: how much you want, how long you're willing to wait, and the annual return you can reasonably expect along the way. Stretch the timeline and the required monthly contribution drops fast, because more of the goal gets carried by growth instead of by new deposits. Shorten it, and contributions have to do more of the work. The Savings Target calculator above solves for the one number most people actually want answered: the monthly amount that makes the other two true.
It's worth separating what you put in from what your money earns on its own. Total contributions are simply the sum of every deposit, with no growth assumed. Compound growth is everything above that — the return earned on your balance, then the return earned on that return, repeated every month. In the Growth Projector above, the bar breaking down total saved versus interest earned makes this split concrete. Over a long enough timeline, the growth segment can end up larger than everything you personally contributed.