i need F and C please Definitions (different from text) • The p quantile (or (100p)...

Question

Question

i need F and C please
Definitions (different from text) • The p quantile (or (100p) percentile) of the distribution of X is the smallest x such tha

Answer 1

Answer #1

0e and o elsewhu gi p th py itorm dishibution xu(0, Shore, th umulative distribution fumtion C CD) i P(xx) o The kth anti th

Answer 2

Similar Homework Help Questions

Need help on number 3. Please use method of transformation. Explain if possible. (2)Suppose that X...

Need help on number 3. Please use method of transformation. Explain if possible. (2)Suppose that X and X2 have joint pdf f(x1, x2) = 2 ,0<x1<x2 < 1, and zero otherwise. Compute the pdf of the random variable Y = (3)Let X-Exp(1) and Y-Exp(1). X and Y are independent. a. Find the pdf of A=(X+Y) and B=(x-7). b. Are A and B independent? C. Find the marginal of A and B
1. Let X1, X2,...,X, be a random sample from each of the distributions having the to...

1. Let X1, X2,...,X, be a random sample from each of the distributions having the to lowing pdfs or pmfs: (a) f(x; 0) = 6"e-/x!, r = 0,1,2, ..., 0< < oo, zero elsewhere, where f(0,0) = 1. (b) f(2; 6) = 0.00-110,1)(2), 0 <O< 0o. (c) f(x; 6) = (1/0)e-1/10,00) (2), 0 <$<. (d) f(x; 0) = e-(2-) 110,00) (2), - < < . • For each case, find the ML estimator ômle of 0; • For each case,...
Let X1,X be a random sample from an EXP(0) distribution (0 > 0) You will use the following facts for this question:...

Let X1,X be a random sample from an EXP(0) distribution (0 > 0) You will use the following facts for this question: Fact 1: If X EXP(0) then 2X/0~x(2). Fact 2: If V V, are a random sample from a x2(k) distribution then V V (nk) (a) Suppose that we wish to test Ho : 0 against H : 0 = 0, where 01 is specified and 0, > Oo. Show that the likelihood ratio statistic AE, O0,0)f(E)/ f (x;0,)...

Let X1,.. ,X be a random sample from an N(p,02) distribution, where both and o are...

Let X1,.. ,X be a random sample from an N(p,02) distribution, where both and o are unknown. You will use the following facts for this ques- tion: Fact 1: The N(u,) pdf is J(rp. σ)- exp Fact 2 If X,x, is a random sample from a distribution with pdf of the form I-8, f( 0,0) = for specified fo, then we call and 82 > 0 location-scale parameters and (6,-0)/ is a pivotal quantity for 8, where 6, and ô,...
Please let me know how to solve 7.6.5. 6.5. Let Xi, X2,. .. X, be a random sample from a Poisson distribution with p...

Please let me know how to solve 7.6.5. 6.5. Let Xi, X2,. .. X, be a random sample from a Poisson distribution with parameter θ > 0. (a) Find the MVUE of P(X < 1)-(1 +0)c". Hint: Let u(x)-1, where Y = Σ1Xi. 1, zero elsewhere, and find Elu(Xi)|Y = y, xỉ (b) Express the MVUE as a function of the mle of θ. (c) Determine the asymptotic distribution of the mle of θ (d) Obtain the mle of P(X...
Only need parts c, e, j, m, and p only need parts c, e, j, m,...

Only need parts c, e, j, m, and p only need parts c, e, j, m, and p 15. Suppose that X i ~ N(, σ*), i = 1, . . . , n and Zi ~ N(0, 1), i-1, , k, and all variables independent. State the distribution of each of the following variables if it is a "named" distribution or otherwise state "unknown." (a) X1-X2 (i) (b) X2 + 2X3 () Z2 We were unable to transcribe this...

(b) For n = 100, give an approximaation for P(Y> 100) (c) Let X be the...

(b) For n = 100, give an approximaation for P(Y> 100) (c) Let X be the sample mean, then approximate P(1.1< 1.2) for -100. 2. Consider a random sample XX from CDF F(a) 1-1/ for z [1, 0o) and zero otherwise. (a) Find the limiting distribution of XiI.n, the smallest order statistic. (b) Find the limiting distribution of XI (c) Find the limiting distribution of n In X1:m- 3. Suppose that X,,, are iid. N(0,o2). Find a function of T(x)x...
The density f(x,y) is given by the formula f(x,y) = 8x(x + y), x ≥ 0, y ≥ 0, x + y ≤ 1 and zero o...

The density f(x,y) is given by the formula f(x,y) = 8x(x + y), x ≥ 0, y ≥ 0, x + y ≤ 1 and zero otherwise. (a) Find the marginal distributions. (b) Find the conditional distribution of Y given X = x. (c) Find P(X ≤ 1/2, Y ≤ 1/2) (d) Find P(X ≤ 1/2) (e) Find P(Y ≤ 1/2 | X ≤ 1/2) (f) Find P(Y ≤ 1/2 | X = 1/2)
I need the answer for Q 15 15. (i) Find the MLE of 음 from the...

I need the answer for Q 15 15. (i) Find the MLE of 음 from the san ille in Q.12 (i) (ii) Find the ML.E of the distribution function of X, from the sample in Q12 (iii). Let XX, denote a random sample from a population with one of the following densities. Find the MLE of θ. Dfr:0) o a-ok if 0.k and zero otherwise: h known positive integer; (ii) f(r:0-0" (1-0) if r 1.2 . and zero otherwise; 0...

I need help on part b, c, d, and f. Suppose X follows a N3( μ,...

I need help on part b, c, d, and f. Suppose X follows a N3( μ, Σ ) distribution with 784 504-200 mean vector μ= | 130 | and covariance matrix 175 200 0 1600 a Find P(X, > 139). b Find p 12 Cor(X1. X2) c) Find P(X2> 139 |X1-103) "Hint": (Xi.X2) jointly follow a bivariate normal distribution d) Find P(X2< X e) Find P(X2<X3) Find P(X2〈 145〈X3) "Hint": P(X2〈145 & 145 〈 X 3) g)find P(X1 + 2X2+3X3>...