Python代写代考

ISYS90088 Introduction to Application Development Contd. from Week 4 lectures – for using the range function Week 5 lectures –nested for, while; formatting Department of Computing and Information Systems University of Melbourne Semester 2 , 2018 Dr Antonette Mendoza 1 sem  2  2018   2 Objectives •  For and nested for statement •  While statement

# Question 1 ### a) $$ p(\theta|n,y) = \frac{p(\theta)p(y|\theta,n)}{\int_0^1p(\theta)p(y|\theta,n)d\theta}=(n+1)\binom{n}{y}\theta^y(1-\theta)^{n-y}\\ $$ in which $p(\theta)=1\in(0,1)$ is the prior. ### b) “`python import matplotlib.pyplot as plt import numpy as np from math import factorial as fact def fun(n,the,y): return fact(n)/(fact(y)*fact(n-y)) * the ** y * (1-the)**(n-y) x = list(range(5)) y = [fun(4,0.5,i) for i in x] #print(y) plt.plot(x,