Please do ALL parts. Please explain all STEPS including the factorization theorem step. I am trying to understand this material. Please Please be NEAT.
Please do ALL parts. Please explain all STEPS including the factorization theorem step. I am trying...
Please be NEAT and show all work, and please explain what you're doing because I am trying to understand this material. Thank you. Let A*=A. Show that all eigenvalues of A are real.
I am trying to understand, please write each step one line below the next and explain steps legibly. Thanks. Question 1 (Give your power series Find a power series representation for the function f(a) = 1 representation centered at 3 0 .)
Please show step by step solution. 7. Let X1, X2, ..., Xn be i.i.d. random variables drawn from a N(u,0%). Show that the Sample Variance (52) and the Maximum Likelihood Estimator (S) of o2 are both Consistent Estimators for o?. S2 27=2(X-X)2 and S 21-2(X;-) n-1 n (n-1)S Hint: has a Chi-Square Distr. with (n − 1) degrees of freedom. E(x{n-1)) = n-1,V(xin-1)) = 2(n − 1)
Please explain in great details. Don't skip intermediate steps. I am trying to really understand this. Thank you 6) Let fand g be functions from Z to Z such that fx) -2x + 1 and g)- Is finvertible, and if so, what is its inverse? g invertible, and if so, what is its inverse? C. F Find fx)
Please be neat and show all work. I am trying to understand this material. 8. Use Definition 2 to prove that limz1+i (6z - 4) 2+6i. Definition 2. Let f be a function defined in some neighborhood of zo, with the possible exception of the point zo itself. We say that the limit of f(z) approaches zo is the number wo and write 20 lim f(z) = wo or, equivalently, as 02 2 0n(2)f if for any & > 0...
please work out parts b,c,d with clear steps thanks A mixture of m univariate Gaussians has the PDF: X(x) - where each pi 0 and Σ-i pi-1, and N(x; μ, σ*) = (2πσ2)-1/2 exp (-(x-p?/(2σ2)) exp (-(x-μ)2 a) How many parameters does a mixture of m Gaussians have? b) Let xi, , Vn be n observations drawn from a mixture of m Gaussians. Write down the log-likelihood function. Hint: it should involve two summations c) Let 1 k < m....
Please answer all parts and show all steps Problem 6 Suppose X1, ..., Xn-f() independently, and suppose E(X;) = , and Var(Xi) = OP. Let * = $x. (1) Calculate E(X) and Var(X). (2) Let Z = (X - x)/(o/vn). What are E(Z) and Var(Z)? (3) Explain the weak law of large number and the central limit theorem in terms of X and Z. (4) Explain (3) geometrically for uniform f(x). (5) If X; -Bernoulli(p), then what is the concrete...
Please show all work X, be a random sample from the distribution with the probability density function Let A0 and let X, X2, f(x; A) 24xe, x>0. a. Find E(X), where k> -8. Enter a formula below. Use* for multiplication, for divison, ^ for power, lam for A, Gamma for the r function, and pi for the mathematical constant . For example, lam k*Gamma(k/2)/pi means Akr(k/2)/T Ax2 or u =x2. Hint 1: Consider u -e"du Hint 2: I'(a) a 0...
May you please explain all steps? I want to understand this and am so confused. Thanks! 1. (25 pts) Let F(x, y, z) = (2xy + 25)i + (4.r?y3 + 2yz?)j + (5.624 + 3y222)k and let C be the curve given parametrically by r(t) = (3t+1)i + tºj + 5tk for 0 <t<1. Evaluate the line integral (Fd
PLEASE WHEN ANSWERING THIS PROBLEM PROVIDE SOLUTIONS AND STEPS. (Especially if using excel). I am trying to understand the material. I would really appreciate if you could give me a step by step answer. Thank you in advance.... You are about to start to consider a batch of new capital budgeting projects. Before you begin, you need to estimate your company’s Weighted-Average-Cost-of-Capital (WACC). The firm operates in the 35% marginal tax bracket. There are foursets of liability holders on the...