£10,000
8.0%
2.5%
15 Years
£500
2.0%
Future Portfolio Value (Nominal)
£201,106
Real Purchasing Power: £138,858 (Inflation Adjusted)
Your contributions grow to £201,106 over 15 years, including £101,106 of investment growth.
Investment Growth
£101,106
Total Contributed
£100,000
Portfolio Composition
Initial Capital Contributions Investment Growth
Effective Annual Rate
8.30%
Total Gain
101.1%
Lump-Sum Doubling Time
9 yrs, 0 mos
Total Contributions
£90,000
Capital Growth Curve
Saved Scenario Comparison
Scenario A (Saved): -
Current Engine: -

Before tax, fees and investment costs. Figures are illustrative and based on the assumptions shown.

Assumptions & Calculations Methodology

Growth: The model applies the selected nominal annual rate using the selected compounding frequency.
Contributions: Recurring contributions are applied at the selected frequency and can be made at the beginning or end of each period.
Annual Contribution Increase: Recurring contributions increase by the selected percentage after each completed 12-month period.
Inflation: Real purchasing power is calculated by discounting the nominal balance using the selected annual inflation assumption.
Exclusions: The model does not account for tax, platform fees, fund charges, transaction costs or investment volatility.

Accrual Schedule

Yearly portfolio breakdown.

Year Growth Added Total Growth Annual Contributions Ending Balance (Nominal) Real Value (Adjusted)

About the Compound Interest Engine

The Compound Interest Engine models how an initial investment and recurring contributions can grow over time. It accounts for compounding, contribution timing, contribution increases and inflation to show both the projected nominal balance and its equivalent purchasing power in today's terms.

Compounding Frequency

Determines how frequently growth is applied to the balance. More frequent compounding can produce a slightly higher effective annual return when the nominal rate remains constant.

Annual Contribution Increase

Increases your recurring contribution by a fixed percentage each year. This can be used to model rising income, planned increases in saving or contributions that broadly track inflation.

Inflation Adjustment

Shows the estimated future balance in terms of today's purchasing power by discounting the nominal portfolio value using the selected annual inflation assumption.