An out$-$of$-$state UCLA student takes a loan at the beginning of the year to pay their current tuition of $$43,473.$ The annual interest rate is fixed at $5\mathrm{.}5\%.$ Starting at the end of the year, for $20$ years, they are required to make yearly interest payments of $$x.$ What is $$x?$

Note: For an annuity with payments of $x$ at the end of the year, for $N$ years at an interest rate of $r,$ the present value $(PV)$ is calculated as

$PV=x**[\frac{1-(\frac{1}{(1+r{)}^N})}{r}]$