Method of Moments problem For a given Function which contains random variables x, y, and z, derive the variance of the following function (Using Taylor’s series expansion) E (F(Y)) = x^3 Sin^2Θ B^2 + y^2 Cos^3Θ C^5 + z^5 SinΘ CosΘ Show the derivation of δ^2 F(Y) Note: You will have to use the terms δ^2 x, δ^2 y and δ^2 z in the final equation (δ^2 F(Y) )?
