Portfolio Holdings
| Asset | Weight (%) | Beta (β) | |
|---|---|---|---|
| Total | 100% |
Quick Reference
- β < 1 = Less volatile than market
- β = 1 = Same volatility as market
- β > 1 = More volatile than market
- Weights should sum to 100%
Portfolio Beta Result
Formula Breakdown
Interpretation
Your portfolio beta of 1.07 indicates it has similar volatility to the overall market. If the market rises 10%, your portfolio would be expected to rise approximately 10.7%.
Rating Guide
Beta measures systematic (market) risk. These tiers match the individual Beta Calculator.
| Negative | Moves opposite to market | |
| Very Low | Much less volatile | |
| Low | Less volatile than market | |
| Average | Similar to market | |
| High | More volatile than market | |
| Very High | Much more volatile |
Understanding Portfolio Beta
What is Portfolio Beta?
Portfolio beta measures the systematic risk of your entire portfolio relative to the market. It is calculated as the weighted average of individual asset betas:
βp = Σ(wi × βi)
Where wi is each asset's weight and βi is its individual beta.
How to Find Individual Betas
You can find stock betas on financial websites:
- Yahoo Finance: Under "Statistics" tab
- Google Finance: In stock summary
- Bloomberg: Professional terminal
- Your brokerage: Most platforms show beta
Interpreting Portfolio Beta
- βp < 1: Portfolio is less volatile than the market (defensive)
- βp = 1: Portfolio moves in line with the market
- βp > 1: Portfolio is more volatile than the market (aggressive)
- βp < 0: Portfolio moves opposite to the market (rare, typically hedged)
Managing Portfolio Beta
To adjust your portfolio's systematic risk:
- Add low-beta stocks (utilities, staples)
- Increase cash allocation (β ≈ 0)
- Add bonds (typically β < 0.5)
- Reduce high-beta holdings
- Add high-beta stocks (tech, small caps)
- Reduce cash allocation
- Use leveraged ETFs (2x, 3x)
- Concentrate in growth sectors
Important Limitations
- Backward-looking: Beta is calculated from historical data and may not predict future behavior
- Linear assumption: Beta assumes a linear relationship with market returns
- Changes over time: Company betas can shift as business fundamentals change
- Only systematic risk: Beta ignores company-specific (unsystematic) risk
Consider using portfolio beta alongside the Beta calculator for individual stocks and CAPM calculator for expected returns.
Frequently Asked Questions
Disclaimer
This calculator is for educational and informational purposes only. Beta is a historical measure based on past data and may not predict future performance. Individual stock betas can vary depending on the data source, calculation period, and benchmark used. Investment decisions should consider multiple factors including your risk tolerance, investment horizon, and financial goals. Always consult with a qualified financial advisor before making investment decisions.