Finance Saving

Savings calculator

Starting amount
Added monthly
Rate %
Years
Inflation %
Interest added
Final balance $68,314
You put in $53,000 Growth 22%
You put in$53,000
Interest earned$15,314
In today's money$53,367
Compounded monthly · inflation-adjusted below
Year 1Year 10
YearAddedInterest earnedBalance
1 $4,800 $330 $10,130
2 $4,800 $566 $15,496
3 $4,800 $812 $21,108
4 $4,800 $1,070 $26,978
5 $4,800 $1,340 $33,117
6 $4,800 $1,622 $39,539
7 $4,800 $1,917 $46,256
8 $4,800 $2,225 $53,281
9 $4,800 $2,548 $60,629
10 $4,800 $2,886 $68,314

A projection at a constant rate. Real savings rates move, and the figure in today’s money is the one that tells you what the pot will actually buy.

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320 × 100

Savings grow from three things: what you start with, what you add, and the rate compounding on both. Five thousand plus 400 a month at 4.5% for ten years reaches about 68,900 — of which 53,000 is money you put in and 15,900 is interest.

How to project your savings

1 Enter your starting balance and what you add each month.
2 Set a realistic rate — an easy-access account and a stocks ISA are very different assumptions.
3 Set the compounding frequency; monthly is the norm for savings accounts.
4 Read the today's-money row, not just the headline balance.

For most savers over most timeframes, the monthly contribution matters more than the rate. Doubling a 400 monthly contribution adds far more over ten years than moving from 4% to 5% does, and it is entirely within your control while the rate is not. Rate only overtakes contribution once the balance is large relative to what you are adding — which for a typical saver happens somewhere past the fifteen-year mark. The practical implication is that time spent rate-chasing early is usually better spent increasing the standing order.

Questions

It depends on the rate, the term and how much you add. The year-by-year table shows the path, not just the endpoint.

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300 × 250
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