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### Jensen's Alpha Formula

Jensen's Alpha or Alpha=Annual Return on Investment-(Risk free Interest Rate+Beta of the portfolio*(Annual return of the market benchmark-Risk free Interest Rate))
More formulas
Profitability Index GO
Net Present Value (NPV) for even cash flow GO
Annuity Payment GO
Rate of Return GO
Sharpe Ratio GO
Straight Line Depreciation GO
Certificate of Deposit GO
Compound Interest GO
Capital Gains Yield GO
Discounted Payback Period GO
Doubling Time GO
Doubling Time (Simple Interest) GO
Doubling Time (Continuous Compounding) GO
PV of Perpetuity GO
Real Rate of Return GO
Rule of 72 GO
Present Value of Stock With Constant Growth GO
Present Value of Stock With Zero Growth GO
Total Stock Return GO
Zero Coupon Bond Value GO
Zero Coupon Bond Effective Yield GO
Actuarial Method Unearned Interest Loan GO

## What is Jensen's Alpha?

The Jensen's Alpha or Jensen's Measure is the difference in how much a person returns vs. the overall market. When a manager outperforms the market concurrent to risk, they have "delivered alpha" to their clients. The measure accounts for the risk-free rate of return for the time period. Jensen's measure is one of the ways to determine if a portfolio is earning the proper return for its level of risk. If the value is positive, then the portfolio is earning excess returns. In other words, a positive value for Jensen's alpha means a fund manager has "beat the market" with their stock-picking skills.

## How to Calculate Jensen's Alpha?

Jensen's Alpha calculator uses Jensen's Alpha or Alpha=Annual Return on Investment-(Risk free Interest Rate+Beta of the portfolio*(Annual return of the market benchmark-Risk free Interest Rate)) to calculate the Jensen's Alpha or Alpha, Jensen's Alpha is used to measure the risk-adjusted performance of a security or portfolio in relation to the expected market return. Jensen's Alpha or Alpha and is denoted by α symbol.

How to calculate Jensen's Alpha using this online calculator? To use this online calculator for Jensen's Alpha, enter Annual Return on Investment (Rp), Risk free Interest Rate (Rf), Beta of the portfolio (βp) and Annual return of the market benchmark (Rm) and hit the calculate button. Here is how the Jensen's Alpha calculation can be explained with given input values -> -73.75 = 12-(5+0.85*(100-5)).

### FAQ

What is Jensen's Alpha?
Jensen's Alpha is used to measure the risk-adjusted performance of a security or portfolio in relation to the expected market return and is represented as α=Rp-(Rf+βp*(Rm-Rf)) or Jensen's Alpha or Alpha=Annual Return on Investment-(Risk free Interest Rate+Beta of the portfolio*(Annual return of the market benchmark-Risk free Interest Rate)). Annual return on investment is the geometric average amount of money earned by an investment each year over a given time period, Risk free Interest Rate is the theoretical rate of return of an investment with zero risks, The beta of the portfolio is the weighted sum of the individual asset betas and The annual return of the market benchmark is the geometric average amount of money earned from benchmarking each year over a given time period.
How to calculate Jensen's Alpha?
Jensen's Alpha is used to measure the risk-adjusted performance of a security or portfolio in relation to the expected market return is calculated using Jensen's Alpha or Alpha=Annual Return on Investment-(Risk free Interest Rate+Beta of the portfolio*(Annual return of the market benchmark-Risk free Interest Rate)). To calculate Jensen's Alpha, you need Annual Return on Investment (Rp), Risk free Interest Rate (Rf), Beta of the portfolio (βp) and Annual return of the market benchmark (Rm). With our tool, you need to enter the respective value for Annual Return on Investment, Risk free Interest Rate, Beta of the portfolio and Annual return of the market benchmark and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well. Let Others Know