Expected Return 2 Asset Portfolio Calculator

Review two-asset returns and portfolio tradeoffs. Adjust weights, amounts, and outcomes before choosing your direction. Use formulas, downloads, examples, and charted results confidently today.

Calculator Form

Asset A Name

Asset B Name

Total Investment

Expected Return of Asset A (%)

Expected Return of Asset B (%)

Weight Handling

Weight of Asset A (%)

Weight of Asset B (%)

Quick Note

Reset

Example Data Table

Example	Asset A Return	Asset B Return	Weight A	Weight B	Total Investment	Portfolio Return	Expected Profit
Case 1	8%	14%	60%	40%	50000	10.40%	5200.00
Case 2	6%	11%	70%	30%	30000	7.50%	2250.00
Case 3	9%	16%	45%	55%	80000	12.85%	10280.00

Formula Used

The expected return of a two-asset portfolio is the weighted average of both expected asset returns.

Portfolio Expected Return = (wA × rA) + (wB × rB)

Where:

wA = weight of Asset A as a decimal
wB = weight of Asset B as a decimal
rA = expected return of Asset A
rB = expected return of Asset B

Total Expected Profit = Total Investment × Portfolio Expected Return

Expected Ending Value = Total Investment + Total Expected Profit

If you choose normalize mode, the calculator rescales the entered weights so their combined value becomes 100% before computing results.

How to Use This Calculator

Enter labels for Asset A and Asset B.
Type the expected annual return for each asset.
Enter the planned portfolio weight for each asset.
Add the total amount you plan to invest.
Select strict mode if weights must already equal 100%.
Select normalize mode if you want automatic weight adjustment.
Click the calculate button.
Review effective weights, contributions, profit, ending value, and the chart.
Use the CSV or PDF buttons to save the result.

Frequently Asked Questions

1. What does this calculator measure?

It estimates the expected return of a portfolio containing two assets. It also shows return contributions, invested amounts, projected profit, and expected ending value based on your weights and return assumptions.

2. What is the difference between strict and normalize mode?

Strict mode requires the two weights to total exactly 100. Normalize mode rescales your entered weights proportionally, which helps when your draft allocation does not yet add up to 100.

3. Does expected return guarantee actual performance?

No. Expected return is only an estimate based on assumptions. Real market outcomes can be higher or lower because prices, income, and market conditions change over time.

4. Can I enter negative returns?

Yes. A negative expected return can represent an anticipated loss scenario. The calculator will include that figure in the weighted average and show the effect on total projected profit.

5. Why are asset contributions important?

Contribution figures show how much each asset adds to the overall portfolio return. This helps you see whether performance is mainly coming from one allocation or from both assets together.

6. Should both weights always sum to 100?

Yes, in a finished two-asset allocation they should. If you are testing rough ideas first, normalize mode can convert incomplete percentages into a valid two-asset split.

7. Is this useful for career planning?

Yes. It can support long-term financial planning connected to career decisions, savings goals, compensation investing, and comparing how different asset mixes may affect future money targets.

8. Can I save the result for reporting?

Yes. The CSV button creates a structured data export, while the PDF button creates a clean summary document containing the main portfolio assumptions and calculated results.