A paging system uses $16-$byte pages and logical address space has $256$ different addresses. The physical memory is $2K$ bytes, the page table and the logical memory is given below.

Find physical memory addresses for each letter a$,$ b and $c.$

Here the system uses frame size as $2$ times the page size, which means that for a page p$,$ p and $(p+1)$ will be stored at frame $(p+1,$ as given below. Be careful on page offset settings, and you might need to make a change here in the offset side while performing address translation.

$\backslash$table$[[$Logical$-$memory,page$-$table$],[7$ a$,\{p,(p+1)\}\{(p+1)\}$