Weighted Return Calculator
Weighted Return Calculator
Calculate the overall return of a multi-asset portfolio by weighting each asset's return by its allocation percentage. See exactly how much each holding contributes to your total portfolio performance.
Portfolio Assets
Results
INSTRUCTIONS
How to Use This Calculator
1. Name Your Assets
Enter a descriptive name for each asset or asset class in your portfolio, such as stocks, bonds, real estate, or cash.
2. Set Weights
Enter the percentage allocation for each asset. Weights should ideally sum to 100% for an accurate portfolio view.
3. Enter Returns
Enter the annualized return for each asset class. Use historical averages or your own expected forward-looking returns.
4. Review Contributions
See the overall weighted return and how much each asset contributes. Use this to optimize your Asset Allocation strategy.
EDUCATION
Understanding Weighted Returns
A portfolio's weighted return is calculated by multiplying each asset's individual return by its weight (proportion) in the portfolio and summing the results. The formula is: Rp = w1 × R1 + w2 × R2 + ... + wn × Rn, where wi is the weight of asset i and Ri is the return of asset i. This gives a single number that represents the blended performance of all holdings combined.
Understanding weighted returns is fundamental to portfolio management and asset allocation. It reveals the true drivers of portfolio performance. A small allocation to a high-returning asset may contribute less than a large allocation to a moderate-returning asset. For example, a 10% allocation to an asset returning 20% contributes 2.0% to portfolio return, while a 50% allocation to an asset returning 5% contributes 2.5%. This highlights the importance of both allocation size and individual asset performance.
Investors use weighted return analysis to evaluate how well their asset allocation is working and to identify opportunities for improvement. By examining each asset's contribution, you can determine whether to increase exposure to high-performing assets or reduce allocations to underperformers. This analysis forms the basis of strategic and tactical asset allocation decisions used by individual investors and professional portfolio managers alike.
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