Beta equation mutual funds
	• The beta of a fund is determined as follows: [(n) (sum of (xy)) ]-[ (sum of x) (sum of y)] [(n) (sum of (xx)) ]-[ (sum of x) (sum of x)] where: n = # of observations (36 months) x = rate of return for the S&P 500 Index y = rate of return for the fund.
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	Embedded terms in definition
	Beta Index N Rate of return Return S&p 500 S&p X
	Related Terms
	12b 1 funds Accounting equation Alpha equation Balanced mutual fund Beta Beta coefficient Beta equation stocks Beta mutual funds Bond arbitrage hedge funds Commodity funds Convertible securities hedge funds Cost of funds Cost of funds index Country beta Currencies and major foreign market hedge funds Dividend yield funds Emerging markets funds Emerging markets hedge funds Endowment funds Equity hedge funds Expected return beta relationship External funds required plug figure Fed funds Federal funds Federal funds market Federal funds purchased funds Federal funds rate Foreign market beta Forward fed funds Fundamental beta Funds from operations Good funds Leveraged beta Macro hedge funds Money market mutual funds Mortgage backed securities hedge funds Mutual fund Mutual fund theorem Mutual funds Mutual offset No load mutual fund Objective mutual funds Pension funds Regression equation Stocks and bonds hedge funds Surplus funds Target funds Term fed funds Unleveraged beta Unlimited funds Value funds Vulture funds Zero beta portfolio

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