Investopedia Scraper will enable you to get all the Articles you want from Investopedia.com.
Investopedia Scraper will enable you to get all the Articles you want from Investopedia.com since they have no API.
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1[ 2 {"Image": "ARTICLE_IMAGE_URL", "link": "ARTICLE_URL", "title": "ARTICLE_TITLE", "category": "ARTICLE_CATEGORY", "author": "NAME", "reviewer": "NAME", "facts_checker": "NAME", "contributors": "CONTRIBUTORS_PROFILES_LINKS", "date": "ARTICLE_DATE", "paragraph": "All_ARTICLE_TEXT"}, 3 { 4 "image": "https://www.investopedia.com/thmb/GNMk6e8Q_pdmV7pIxeF92AHDnaQ=/1920x1440/filters:no_upscale():max_bytes(150000):strip_icc()/blur-1853262_19201-9c37ff95cabd45b2b869ec41e8c88412.jpg", 5 "title": "Alpha vs. Beta: What's the Difference?", 6 "category": "Investing,Quantitative Analysis", 7 "author": "Caroline Banton", 8 "reviewer": "Gordon Scott", 9 "facts_checker": "Suzanne Kvilhaug", 10 "contributors": [ 11 "https://www.investopedia.com/contributors/99535/", 12 "https://www.investopedia.com/contributors/99535/", 13 "https://www.linkedin.com/in/caroline-banton-624b9445/", 14 "https://twitter.com/CarolineBanton", 15 "https://www.investopedia.com/contributors/82594/", 16 "https://www.investopedia.com/contributors/82594/", 17 "https://www.linkedin.com/in/gordonbscott/", 18 "https://twitter.com/gordonscottcmt", 19 "https://www.investopedia.com/suzanne-kvilhaug-5197828", 20 "https://www.investopedia.com/suzanne-kvilhaug-5197828" 21 ], 22 "date": "2023-09-29", 23 "link": "https://www.investopedia.com/ask/answers/102714/whats-difference-between-alpha-and-beta.asp", 24 "paragraph": "Alpha vs. Beta: An Overview \nAlpha and beta are two of the key measurements used to evaluate the performance of a stock, a fund, or an investment portfolio.\nAlpha measures the amount that the investment has returned in comparison to the market index or other broad benchmark that it is compared against.\nBeta measures the relative volatility of an investment. It is an indication of its relative risk.\nAlpha and beta are standard calculations that are used to evaluate an investment portfolio’s returns, along with standard deviation, R-squared, and the Sharpe ratio.\nKey Takeaways\nBoth alpha and beta are historical measures of past performances.Alpha shows how well (or badly) a stock has performed in comparison to a benchmark index.Beta indicates how volatile a stock's price has been in comparison to the market as a whole.A high alpha is always good.A high beta may be preferred by an investor in growth stocks but shunned by investors who seek steady returns and lower risk.\n Alpha \nThe alpha figure for a stock is represented as a single number, like 3 or -5. However, the number actually indicates the percentage above or below a benchmark index that the stock or fund price achieved. In this case, the stock or fund did 3% better and 5% worse, respectively, than the index.\nAn alpha of 1.0 means the investment outperformed its benchmark index by 1%. An alpha of -1.0 means the investment underperformed its benchmark index by 1%. If the alpha is zero, its return matched the benchmark.\nNote, alpha is a historical number. It's useful to track a stock's alpha over time to see how it did, but it can't tell you how it will do tomorrow.\n Alpha for Portfolio Managers \nFor individual investors, alpha helps reveal how a public or private stock or fund might perform in relation to its peers or to the market as a whole.\nProfessional portfolio managers calculate alpha as the rate of return that exceeds the model's prediction or comes short of it. They use a capital asset pricing model (CAPM) to project the potential returns of an investment portfolio.\nThat is generally a higher bar. If the CAPM analysis indicates that the portfolio should have earned 5%, based on risk, economic conditions, and other factors, but instead the portfolio earned just 3%, the alpha of the portfolio would be a discouraging -2%. \n Formula for Alpha: \nAlpha\n=\nEnd Price\n+\nDPS\n−\nStart Price\nStart Price\nwhere:\nDPS\n=\nDistribution per share\n\\begin{aligned} &\\text{Alpha} = \\frac{ \\text{End Price} + \\text{DPS} - \\text{Start Price} }{ \\text{Start Price} } \\\\ &\\textbf{where:}\\\\ &\\text{DPS} = \\text{Distribution per share} \\\\ \\end{aligned}\nAlpha=Start PriceEnd Price+DPS−Start Pricewhere:DPS=Distribution per share\nPortfolio managers seek to generate a higher alpha by diversifying their portfolios to balance risk.\nBecause alpha represents the performance of a portfolio relative to a benchmark, it represents the value that a portfolio manager adds or subtracts from a fund's return. The baseline number for alpha is zero, which indicates that the portfolio or fund is tracking perfectly with the benchmark index. In this case, the investment manager has neither added nor lost any value. \n Beta \nOften referred to as the beta coefficient, beta is an indication of the volatility of a stock, a fund, or a stock portfolio in comparison with the market as a whole. A benchmark index (most commonly the S&P 500) is used as the proxy measurement for the market. Knowing how volatile a stock's price is can help an investor decide whether it is worth the risk.\nThe baseline number for beta is one, which indicates that the security's price moves exactly as the market moves. A beta of less than 1 means that the security is less volatile than the market, while a beta greater than 1 indicates that its price is more volatile than the market.\nIf a stock's beta is 1.5, it is considered to be 50% more volatile than the overall market.\nLike alpha, beta is a historical number.\n Beta Examples \nHere are the betas for three well-known stocks on November 2021: \nMicron Technology Inc. (MU): 1.27Coca-Cola Company (KO): 0.64SPDR S&P 500 ETY (SPY): 1.00\nWe can see that Micron was 27% more volatile than the market as a whole, while Coca-Cola was 36% less volatile than the broader market. The SPDRs, or SPYs, have a beta of 1.00 because this ETF itself tracks the S&P 500 index.\nAcceptable betas vary across companies and sectors. Many utility stocks have a beta of less than 1, while many high-tech Nasdaq-listed stocks have a beta of greater than 1. To investors, this signals that tech stocks offer the possibility of higher returns but generally pose more risks, while utility stocks are steady earners.\nWhile a positive alpha is always more desirable than a negative alpha, beta isn’t as clear-cut. Risk-averse investors such as retirees seeking a steady income are attracted to lower beta. Risk-tolerant investors who seek bigger returns are often willing to invest in higher beta stocks.\n Formula for Beta \nHere is a useful formula for calculating beta:\nBeta\n=\nCR\nVariance of Market’s Return\nwhere:\nCR\n=\nCovariance of asset’s return with market’s return\n\\begin{aligned} &\\text{Beta} = \\frac{ \\text{CR} }{ \\text{Variance of Market's Return} } \\\\ &\\textbf{where:}\\\\ &\\text{CR} = \\text{Covariance of asset's return with market's return} \\\\ \\end{aligned}\nBeta=Variance of Market’s ReturnCRwhere:CR=Covariance of asset’s return with market’s return\nCovariance is used to measure the correlation in price moves of any two stocks. A positive covariance means the stocks tend to move in lockstep, while a negative covariance means they move in opposite directions.Variance refers to how far a stock moves relative to its mean. It is frequently used to measure the volatility of a stock's price over time." 25 } 26]
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