Please answer with complete steps. Thank you!

Suppose we believe our data come from a uniform distribution

$f_x(x)U(0,)$

but $$ is something you need to estimate, based on successive appearance of new data. Before seeing

any data, we can only assume that $010.$ The data that we subsequently observe are, in order,

$\{4,4,8,7\}.$ Show how our understanding of $$ changes by computing the posterior probability $($including

the normalization constant$)f_{|x_{1}dots{x}_k}(|x_1,$dots,$x_k),$ for $k=1,2,3,4,$ and therefore $x_1=4,x_2=4,$

$x_3=8,x_4=7.$ Plot these on the same graph using any computing platform you like.