Refer to QUESTION
1.Consider the following Taylor series expansion of the continuous function V(x‾) about μ :V(x‾)~~V(μ)+(x‾-μ)V'(μ).(a) What is the asymptotic mean and variance of V(x‾) ?
(b) Set the variance in part (a) above equal to 1n and hence find the function V(μ).
(c) What is the asymptotic distribution of V(x‾)?
(d) Derive the expression for the asymptotic 95% confidence interval estiomator estomator for (i)V(μ); and (ii) prove or disprove that the 95% confidence interval estimator for μ is 4nμ²-8x‾²+4nx‾²-3.8416.