Problem $2$:

In a paging system, the CPU generates $22-$bit logical address. The most significant $10$ bits are

used to identify the page number. Assume that memory is byte$-$addressable.

$($a$)$ What is the maximum size $($in bytes$)$ of the $($logical$/$ virtual$)$ address space for a process

supported by the CPU?

$($b$)$ What will be the page size $($in bytes$)?$

$($c$)$ What is the maximum number of entries in a process page table? An entry in the page

table indicates the mapping between the page number and the frame number.