Solution-Derive equations for a and b in terms of mu and

Derive equations for a and b in terms of mu and sigma^2

Reference no: EM13510457

If Y follows a Beta(a; b) distribution, then we know that E(Y ) = mu = a/(a + b) and Var(Y ) = sigma^2 = ab/((a + b)^2(a + b + 1)) This gives us mu and sigma^2 in terms of a and b. Derive equations for a and b in terms of mu and sigma^2

Reference no: EM13510457

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Derive equations for a and b in terms of mu and sigma^2 : If Y follows a Beta(a; b) distribution, then we know that E(Y ) = mu = a/(a + b) and Var(Y ) = sigma^2 = ab/((a + b)^2(a + b + 1)) This gives us mu and sigma^2 in terms of a and b. Derive equations for a and b in terms of mu and sigma^2

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Derive equations for a and b in terms of mu and sigma^2

Reference no: EM13510457

Reference no: EM13510457

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