please answer asap using r code and showing the method. you need to refer to the bottom question and the dataset on the side but no need to answer question 2, just question 1a and 1b. thanks! Question 1:Dataset:3.807For the geometric model of exercise sheet 5, question 2, suppose that for aprior distribution, we assign a Beta(a, 3) distribution. We take a = 1 and choose B so 2.264that the prior probability P(q ≤ 0.4) is 0.9.2.9712.6171.852(a) Find the value of 3 that satisfies this requirement.2.2533.5722.017(b) Use R to simulate a large sample from this beta distribution, and so check your 1.991calculation.1.261Question 2 Exercise Sheet 5:The column in the exercise sheet 5 dataset, labelled x, contains the observed data databe ₁,...,n. Suppose that each data-point x; is normally distributed, with unknownmean and standard deviation assumed to be equal to 1.As a prior distribution for 0, we assign a normal distribution with mean 5 and standarddeviation 10.(a) What is the posterior distribution for 8?(b) What is the posterior mean for ?(c) What is the posterior median for 0?(d) What is a 95% equal tail credible interval for ?1.9252.5391.1222.7882.3563.5082.5412.3172.0213.1771.1631.7752.0062.6042.5532.654.3131.4782.412.6833.5632.4132.6923.0551.778

Given that the prior distribution for the geometric model is a distribution.

Question 1: Data For the geometric model of exercise sheet 5, question 2, suppose that for a prior distribution, we assign a Beta(a, 3) distribution. We take a = 1 and choose ß so that the prior probability P(q≤ 0.4) is 0.9. (a) Find the value of 3 that satisfies this requirement. (b) Use R to simulate a large sample from this beta distribution, and so check your calculation.

Question 1: Data For the geometric model of exercise sheet 5, question 2, suppose that for a prior distribution, we assign a Beta(a, 3) distribution. We take a = 1 and choose ß so that the prior probability P(q≤ 0.4) is 0.9. (a) Find the value of 3 that satisfies this requirement. (b) Use R to simulate a large sample from this beta distribution, and so check your calculation.

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Question

please answer asap using r code and showing the method. you need to refer to the bottom question and the dataset on the side but no need to answer question 2, just question 1a and 1b. thanks!