Free to use – No personal details required – 2025 UK Data

Investment vs Cash Returns

Last Updated: 27th July 2025

How to use this calculator

Begin by entering your initial investment and the annual return rate you expect to receive. You can also add any regular contributions you plan to make each period. Then, specify the number of years you want to calculate for.

Select the frequency at which your returns will compound: annually, semi-annually, quarterly, monthly, or daily.

As you adjust any of these details, the results will update instantly. You will see the final values for both investment and cash, alongside the difference between them and the compound annual growth rates.

You can switch between a chart view and a table view at any time.

All figures reflect your chosen inflation rate, tax rates, and any ongoing fees.

The figures will update automatically.

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How this calculator works

This calculator estimates the future value of an investment compared to a cash savings account based on the information you enter, including the initial amount, return rates, contributions, investment term, and compounding frequency.

It supports both investment and cash scenarios, with the calculation adjusting accordingly based on the provided figures.

The calculation is based on the following formula:

Investment mode

Future value = (Initial amount + regular contributions) compounded over the selected term
(adjusted for frequency, tax, fees, and inflation)

Cash mode

Future value = (Initial amount + regular contributions) compounded over the selected term
(adjusted for frequency, tax, and inflation)

Adjustments are made to reflect common features of the calculator:

Initial amount. This is the amount used to initiate both the investment and cash calculations, serving as the starting point for the projection.

Annual return rates. The percentage growth is applied annually. A separate rate is used for investment returns and cash returns.

Regular contributions. Optional amounts are added each compounding period. These are applied equally to both investment and cash scenarios.

Compounding frequency. Returns are compounded annually, semi-annually, quarterly, monthly, or daily, which affects the overall outcome for both investments and cash.

Term length. The total number of years the calculation runs, determining how long returns are applied and compounded.

Tax and fees. The entered tax rate and annual management fee reduces investment returns. Cash returns are reduced by the entered tax rate only.

Inflation adjustment. Used to display results in both nominal and inflation-adjusted terms.

The results show an estimate of your final investment value, final cash value, and the difference between the two. Additional outputs include the compound annual growth rate (CAGR) for each scenario.

A breakdown is displayed in both a visual chart and a calculation table.

All calculations assume consistent inputs over the selected term. The figures are for illustrative purposes only, and actual outcomes will depend on your product terms, rates, and individual circumstances.

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Understanding the limitations of this calculator

This calculator does not provide a personalised investment or savings projection, nor does it guarantee the final value of your investment or the future performance of a cash savings account. It does not account for changes in return rates, variations in contribution patterns, or product-specific features offered by individual financial institutions.

Adjustments are made for inflation, tax treatment, and annual fees, but the calculator does not model early withdrawals, changes to contributions, or alterations in compounding frequency over time.

All outputs from this calculator are for illustrative purposes only and should not be relied upon for financial planning or decision-making. It does not replace regulated advice, and it does not represent a comprehensive review of all investment or savings products currently available.

For fixed return rates, standard contribution levels, and consistent terms, the calculator provides estimates that broadly reflect typical compound growth over time under stable conditions.

The methodology and figures used are appropriate for general use, but they do not incorporate every detail, charge, or condition that may apply to your individual financial situation.

If your circumstances involve fluctuating rates, irregular contributions, or specific product terms, the actual outcome may differ significantly from the estimate shown here.

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Quick and easy

Investment vs cash returns calculator

Work out the future value of an investment compared to cash savings by entering your amount, return rates, contributions, term, and compounding frequency, with results showing estimated growth, tax and fee impacts, and the difference over time.

Options

Results

Final Values (nominal)

Investment after 10 years: £0.00

Cash value after 10 years: £0.00

Nominal difference: £0.00

Final Values (adjusted for Inflation)

Investment value: £0.00

Cash value: £0.00

Difference: £0.00

Compound Annual Growth Rate (CAGR)

Investment (nominal): 0.00%

Cash (nominal): 0.00%

Investment (adjusted): 0.00%

Cash (adjusted): 0.00%

*Year 0 in the chart and table represents the initial investment amount at the start of the period.

YearInvestment ValueCash Value

Disclaimer: This calculator is for illustrative purposes only and does not constitute financial advice. It assumes constant rates of return, tax rates, fees, and inflation, which may not reflect real-world investment performance. Consult with a qualified financial adviser before making investment decisions.

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Sarah’s 10-year investment strategy

Sarah, aged 35, has £50,000 to invest for her future home purchase in 10 years. She faces a choice between keeping the money in a cash ISA earning 3% annually or investing in a diversified portfolio with an expected return of 7% annually.

Cash ISA option

After 10 years, Sarah’s £50,000 would grow to approximately £67,196, assuming a consistent 3% annual return. This provides certainty but limited growth potential.

Investment option

With a 7% annual return, Sarah’s investment could grow to approximately £98,358 over 10 years. However, this figure represents an average expectation and actual returns could vary significantly.

The investment option offers higher potential returns but requires Sarah to accept market volatility and the possibility of lower returns or even losses, particularly in the shorter term.

Michael’s emergency fund vs investment balance

Michael has £30,000 in savings and needs to decide how much to keep as an emergency fund versus investing for long-term growth. Financial advisors typically recommend maintaining 3-6 months of expenses in easily accessible cash.

Emergency fund allocation

Michael keeps £15,000 (representing 4 months of expenses) in a high-yield savings account earning 2.5% annually. This provides security and immediate access for unexpected expenses.

Investment allocation

he remaining £15,000 is invested in a balanced portfolio targeting 6% annual returns. Over 15 years, this could potentially grow to approximately £35,967, compared to £21,609 if kept in cash at 2.5%.

This strategy balances security with growth potential, ensuring Michael has adequate emergency coverage while maximising long-term wealth accumulation.

Emma’s retirement savings approach

Emma, aged 45, has 20 years until retirement and £100,000 to allocate between cash savings and investments. She requires some cash for near-term expenses but wants to maximise retirement savings.

Conservative approach

Emma keeps £20,000 in cash earning 2% annually and invests £80,000 in a diversified portfolio targeting 6% annual returns. After 20 years, her total savings could reach approximately £277,128.

Aggressive approach

Emma keeps only £10,000 in cash and invests £90,000 in higher-growth investments targeting 8% annual returns. This strategy could potentially result in total savings of approximately £443,322 after 20 years.

The aggressive approach offers higher potential returns but requires Emma to accept greater investment risk and potentially higher volatility in her portfolio value.

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