Risk-Return Portfolio Calculator

This portfolio expected return calculator blends two assets by weight into one expected return, for stock-bond mixes, 60/40 portfolios and weighted averages.

Risk-Return Portfolio Calculator
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Portfolio expected return —
Total weight —
Asset 1 contribution —

We always strive to use the latest data for every variable so our results and reports are as accurate as possible. Even so, errors are possible — you should not rely on this tool or its report alone, and we accept no liability for any decision made based on it.

What it does

The Risk-Return Portfolio Calculator blends the expected returns of two assets by their portfolio weights to show the single expected return of the whole mix. It is the first building block of modern portfolio thinking: your overall return is simply the weighted average of what each holding is expected to earn.

Data sources & parameters

This calculator uses standard financial formulas and runs entirely in your browser. It needs no external rate data — your result is computed only from the values you enter above.

We always strive to use the latest data for every variable so our results and reports are as accurate as possible. Even so, errors are possible — you should not rely on this tool or its report alone, and we accept no liability for any decision made based on it.

The formula

portfolio_return = (w1 / 100) × return_asset1 + (w2 / 100) × return_asset2

How it works

Each asset weight is divided by 100 to turn a percentage into a decimal share. That share is multiplied by the asset's expected return, and the two products are added together to give the portfolio's expected return. The tool also sums the two weights so you can check they add up to 100%.

Where it is used

  • Estimating the blended return of a stock-and-bond portfolio
  • Comparing how different asset mixes change expected return
  • Checking that portfolio weights add up to 100%

Worked example

A classic 60/40 portfolio holds 60% in an asset expected to return 8% and 40% in one expected to return 4%. The blended expected return is …, with the first asset contributing …, while the weights total ….

What the risk-return portfolio calculator does

The risk-return portfolio calculator shows what return to expect if you split your money between two assets. It blends the weight and expected return of each asset into one expected portfolio return, the starting point of portfolio theory.

A portfolio has its own return and its own risk, and its expected return is the weighted average of the expected returns of its parts. Each asset counts in proportion to how much money sits in it, so an asset making up 60% of your portfolio has three times the influence of one making up 20%.

How the calculation works

The tool converts each percentage weight into a decimal share (60% becomes 0.60), multiplies each share by that asset's expected return, and adds the two products.

portfolio_return = (w1 / 100) × return_asset1 + (w2 / 100) × return_asset2

In the classic 60/40 portfolio, 60% in an asset expected to return 8% contributes 0.60 × 8 = 4.8 percentage points, and 40% in an asset expected to return 4% contributes 0.40 × 4 = 1.6. The portfolio is expected to return 6.4%. The calculator shows this figure, the contribution of the first asset, and the total of your two weights so you can confirm they sum to 100%.

Why weights matter as much as returns

The weights decide how much each asset's return moves your portfolio. Shifting even ten percentage points of weight from the lower-returning asset to the higher-returning one changes the blended result noticeably. Asset allocation, how much to put in each broad category, is widely regarded as the most important driver of long-term portfolio outcomes, ahead of picking individual securities.

Set both weights to 50% and the portfolio return sits exactly halfway between the two asset returns; raise one weight and the result moves toward that asset. The bar chart plots each asset's return next to the portfolio return.

Checking that your weights add up

In a fully invested portfolio, weights add up to exactly 100%. A lower total means some capital is uninvested, perhaps cash you forgot to allocate, so your real expected return is lower than it looks. A total above 100% means you have double-counted a holding or are using leverage, which magnifies both gains and losses.

Return is only half the picture

This calculator covers only the return side of the risk-return trade-off. Assets with higher expected returns almost always carry higher risk, measured as the volatility of their returns: a portfolio expected to return 8% by concentrating in equities will swing far more than one expected to return 5% that leans on bonds.

A portfolio volatility calculator combines the volatilities of your assets and their correlation to estimate how much the whole portfolio might fluctuate. Combining assets that do not move in lockstep can lower portfolio risk without giving up much expected return, and you need both numbers to design a portfolio deliberately.

Practical uses

When rebalancing, test how a new target allocation changes your expected return before placing any trades. When comparing a conservative mix with an aggressive one, see how much extra return you are chasing and decide whether the added risk is worth it. When explaining a portfolio to someone else, the weighted average gives one headline number in place of a list of individual returns.

With positive weights that sum to 100%, a portfolio's return can never exceed that of its best asset or fall below its worst; it lands in between, pulled toward the asset with the most weight.

Realistic inputs

Last year's returns rarely repeat, so use forward-looking, long-run averages for each asset class that you can defend. Overstating expected returns is a common planning mistake that compounds badly over decades. The calculator stores no market parameters and uses exactly the figures you enter, so the result reflects your own assumptions.

About This Portfolio Expected Return Calculator

Use this portfolio expected return calculator to get an instant estimate based on the figures you enter. Adjust the inputs above to match your situation, or browse all our calculators to plan your next step.

Frequently asked questions

How do you calculate the expected return of a portfolio?
Multiply each asset's expected return by its weight (as a decimal), then add the results. A 60% asset returning 8% and a 40% asset returning 4% give 0.6 × 8 + 0.4 × 4 = 6.4%.
What is a weighted average return?
It is the average return of a portfolio where each asset counts in proportion to how much money is invested in it, instead of every asset counting equally.
Should my portfolio weights always add up to 100%?
For a fully invested portfolio, yes. If the calculator shows a total weight below 100%, part of your money is unallocated, and above 100% usually means you have double-counted or are using leverage.
Does a higher expected return mean higher risk?
Generally yes. Assets with higher expected returns, such as equities, tend to swing more in value. This calculator shows expected return only; use a volatility tool to see the risk side.
Can I use this for more than two assets?
This version blends two assets, which is enough to model a classic stock-bond split. For more holdings you can group them into two buckets or repeat the weighted-average logic.
What return figures should I enter?
Use forward-looking assumptions you are comfortable defending, such as long-run historical averages for each asset class. The result is only as realistic as the inputs you choose.

About the author

Taha Kheirandish

Written and reviewed by

Taha Kheirandish

Economics student and independent researcher

Taha Kheirandish reads tax codes the way other people read maps — to find out where a system actually leads, not where it claims to go.

He is an economics student, and his work here is comparative by design. A pension deferral bonus in Quebec, a commuting allowance in Germany, a rent-increase ceiling in the Netherlands: each is a decision a government made about how money should move, and each reads differently once you set it beside eight others. He builds and checks these calculators across nine markets from primary sources — the regulation rather than a summary of it, the ministry’s own circular rather than a news item quoting it.

That is the editorial standard of the site as well as his habit. Every rate, threshold and bracket here carries the document it was read from and the date it takes effect, and gets re-checked when the law moves rather than when someone happens to notice.

He is a researcher, not a licensed adviser, and nothing on this site is personal financial advice. It is arithmetic done carefully with its sources shown — so that you can check it, and take it to someone who is.

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