Suppose you have a $16-$bit machine with a page size of $16$B$.$ Assume that any unsigned integer can be a potential memory address. Also, assume that the machine can support up to only $32$KB of physical memory. $(1$K $=210)$

Translate the virtual address $0$x$8020$ to its physical address $($base $16)$ via the segmented$-$paging scheme. Assume that a program has two segments and a page size of $16$B$.$Suppose you have a $16-$bit machine with a page size of $16B.$ Assume that any

unsigned integer can be a potential memory address. Also, assume that the

machine can support up to only $32KB$ of physical memory. $(1(K)=2^{10})$

Translate the virtual address $0$x$8020$ to its physical address $($base $16)$ via the

segmented$-$paging scheme. Assume that a program has two segments and a

page size of $16B.$

physical memory address $0$x$0000$

physical memory address $0$x$8000$

Please leave out $\text{'}$Ox$\text{'}$ in your answer.