@zareen said in MTH202 Assignment 1 Solution and Discussion:
Question No 2:
Let U = {1,2,3,…,10} , A = {2,4,6,8,10} and B = {1,2,3,4,5,6,7,10} Then enumerate the following and make Venn diagram.
a) Ac
b) Ac U Bc
Assignment No.1 (Course STA 631)
Fall 2019 (Total Marks 20)
Deadline
Your Assignment must be uploaded/ submitted before or on November 14, 2019, Time 23:59
(STUDENTS ARE STRICTLY DIRECTED TO SUBMIT THEIR ASSIGNMENT BEFORE OR BY DUE DATE. NO ASSIGNMNENT AFTER DUE DATE WILL BE ACCEPTED VIA E.MAIL).
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Objective(s) of this Assignment:
The assignment is being uploaded to build up the concepts of Inferential statistics.
Assignment # 01 (Lessons 1-9)
Question 1: Marks: 10
Suppose are iid with pdf zero elsewhere. Find the MLE of
Question 2: Marks: 10
Let X be a Bernoulli . Thus the pdf of Bernoulli distribution is
Find the Fisher Information
Q.1 Solution:
Q.2 Solution:
Q.1 Solution:
Q.2 Solution:
@zareen said in STA631 Assignment 1 Solution and Discussion:
Suppose are iid with pdf zero elsewhere. Find the MLE of
@zareen
3. (6.1.9) SupposeX1,…,Xnare iid with pdff(x;θ) = (1/θ)e−x/θ. Findthe mle ofP(X≤2).Answer:For this distribution we have that(θ) =−nlog(θ)−∑Xi/θ
′(θ) =−nθ+∑Xiθ2.Solving`′(θ) = 0, we see thatˆθ= ̄X.SinceP(X≤2) =∫20(1/θ)e−x/θ= 1−e−2/θ.Thus the mle ofP(X≤2) is1−e−2/ ̄X.
@zareen said in STA631 Assignment 1 Solution and Discussion:
Let X be a Bernoulli . Thus the pdf of Bernoulli distribution is
@zareen said in STA631 Assignment 1 Solution and Discussion:
Suppose are iid with pdf zero elsewhere. Find the MLE of
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