See how your savings grow with the power of compound interest and regular monthly deposits.
What this calculator does
Enter starting amount, monthly deposit and interest rate to see your projected savings over any time period.
How it works
Even small regular deposits compound dramatically over decades — consistency is the key to wealth building.
When to use this calculator
Savings calculators are most useful at transition points: before setting a financial goal (to check whether it is realistic given income constraints), during a savings plan (to see whether the current pace reaches the target on schedule), and when evaluating whether a higher-return account justifies moving funds. If you are deciding between paying down debt or saving, model both paths here and with the compound interest calculator and compare the net financial position in 5 years.
Common mistakes
The most common planning error is forgetting to account for inflation when setting long-term savings targets. A £20,000 emergency fund goal set today will need to be £24,000–26,000 in 10 years to have the same purchasing power — the target should grow with inflation, not stay fixed. A second mistake is using the account's headline rate without checking the compounding frequency: some accounts advertise an AER (Annual Equivalent Rate) that assumes daily compounding, while others compound only quarterly.
Real-world scenarios
A couple wants to save £30,000 for a house deposit in 4 years. They already have £5,000 saved. At 3.5% interest (monthly compounding), the calculator shows they need to contribute approximately £496/month. If they can only manage £400/month, the shortfall in 4 years is £4,600 — visible immediately, giving them time to either adjust the goal or increase the contribution.
Formula
Future Value of Savings Formula
FV = P×(1+r)^t + PMT × [((1+r)^t − 1) / r]
Where P = starting balance, r = periodic interest rate, t = periods, PMT = regular deposit per period.
Worked example
You save $300/month starting from
,000 at 4% annual interest for 10 years.
P =
,000, PMT = $300/month, r = 4%/12, t = 120 months
Result: $45,038 — you contributed $37,000 and earned $8,038 in interest
Frequently asked questions
What is a good savings rate?
Aim to save at least 20% of your income. High-yield accounts currently pay 4–5% annual interest.
How long to save
00,000?
Saving $500/month at 4% interest takes about 14 years. Saving